| i | Editorial | |
| 1-24 | La thermodynamique relativiste et la thermodynamique cachée des particules | M. Louis Broglie |
| 25-36 | Comments on the scalar-tensor theory | Peter G. Bergmann |
| 37-50 | Fundamental limitations on the detectability of electromagnetic signals | Carl W. Helstrom |
| 51-60 | Quantenmechanik, Beobachtung und Deutung | Alfred Landé |
| 61-99 | Twistor quantisation and curved space-time | Roger Penrose |
| 101-105 | Astronomical implications of a cosmological theory of light propagation | S. J. Pbokhovnik |
| 107-113 | On the simplicity of Haag fields | A. Schoch |
| 115-151 | On causal dynamics without metrisation: Part I | Michael Cole |
| 153-166 | Scalar radiation from a point source | Robert G. Cawley and Egon Marx |
| 167-169 | On the question of a cosmological rest-mass of gravitons | Hans-Jürgen Treder |
| 171-177 | Some relationships between representation systems and physics. I: Representation systems | John Yates |
| 179-190 | Some relationships between representation systems and physics. II: Non-relativistic quantum theory | John Yates |
| 191-209 | Dispersion in momentum space and the existence ofU(t,t') | R. L. Ingraham |
| 211-283 | Simultaneous measurability in quantum theory | James L. Park and Henry Margenau |
| 285-297 | Spectral theory in quantum logics | Donald E. Catlin |
| 299-315 | Conjunction, succession, determination and causation | Mario Bunge |
| 317-360 | Theory of resonance pressure broadening: Resolvent operator formalism and classical path approximation | C. Alden Mead |
| 361-372 | Exploding spheres of dust | Jeffrey M. Cohen |
| 373-386 | Symmetry and composite particles | O. Fleischman and P. Roman |
| 387-407 | On pair annihilation and the Einstein-Podolsky-Rosen paradox | Mendel Sachs |
| 1-22 | On causal dynamics without metrisation: Part II | Michael Cole |
| 23-40 | On causal dynamics without metrisation: Part III | Michael Cole |
| 41-58 | Momentum transfer in crystal lattices with vibrating atoms | Edwin R. Fitzgerald |
| 59-81 | Proper-connected-diagram expansion of electrical conductivity for electron-impurity system | Shigeji Fujita and Charles C. Chen |
| 83-87 | Derivation of the most general relativistic transformation law of quantum fields | R. L. Ingraham |
| 89-100 | On the effect of absorption of gravitation | Dierck-Ekkehard Liebscher |
| 101-123 | What is a hidden variable theory of quantum phenomena? | Jeffrey Bub |
| 125-137 | The Principle of Equivalence, electrodynamics and General Relativity | Jack Cohn |
| 139-145 | Negative absorption by the electrons in a magnetic trap | D. Galtsov |
| 147-155 | Coexistent effects in quantum mechanics | K. -E. Hellwig |
| 157-160 | Qualitative features of quantized gravitation | Arthur Komar |
| 161-187 | Relativistic fluid dynamics in a non-vacuum régime | M. Z. v. Krzywoblocki |
| 189-198 | Oscillating universe and scalar field | Nathan Rosen |
| 325-343 | On the nature of theories of irreversible processes | Ta-You Wu |
| 345-349 | Abstract scattering theory | N. S. Kronfli |
| 351-372 | The problem of causality in an indeterministic science | Henry Mehlberg |
| 373-379 | Solutions of Maxwell's equations for charge moving with the speed of light | W. B. Bonnor |
| 381-403 | On the geometric foundations of nuclear shell structure | R. Ramanna and S. Jyothi |
| 405-406 | Fifth interaction and weak interaction | Prakash Chand |
| 407-409 | Additional remarks on the principle of equivalence, electrodynamics and general relativity | Jack Cohn |
| i | Editorial | J. Yates |
| 1-5 | CP and CPT symmetry violations, entropy and the expanding universe | Yuval Ne'eman |
| 7-21 | A comparison of the Mackey and Segal models for quantum mechanics | S. Gudder and S. Boyce |
| 23-31 | General relativity and general Lorentz-covariance | Hans-Jürgen Treder |
| 33-39 | Tensorial representation of the Dirac equation | Murray Muraskin |
| 41-45 | A relativistic form of statistical thermodynamics | A. Georgiou |
| 47-55 | Heat, light and relativity | Karl Kornacker |
| 57-65 | Charge moving with the speed of light in Einstein-Maxwell theory | W. B. Bonnor |
| 67-76 | On another formulation of the de Broglie's hidden thermodynamics | J. Andrade e Silva and J. Vassalo Pereira |
| 77-79 | The arrow of time | Mario Bunge |
| 79-80 | Modalities and the quantum theory | David D. Horowitz |
| 80-82 | Mechanism for yielding particles of non-integral charge | P. C. M. Yock and R. C. Johnson |
| 82-83 | Possible production mechanism for the particles discovered by McCuskeret al. | P. C. M. Yock |
| 83 | Errata | |
| 83 | Errata |
| 171-183 | On a new mode of description in physics | David Bohm, Basil J. Hiley and Allan E. G. Stuart |
| 185-189 | Realisations of the representations of para-Fermi algebra-Part III: Fock space of Fermi operators | K. Kademova and M. Kraev |
| 191-198 | States on generalised logics | N. S. Kronfli |
| 199-204 | Integration theory of observables | N. S. Kronfli |
| 205-231 | Can atomic processes be described by non-linear wave mechanics in space-time? | Darryl Leiter |
| 233-243 | Derivation of Poincaré covariance from causality requirements in field theory | P. Roman and R. M. Santilli |
| 245-253 | Classical statistical mechanics of identical particles and quantum effects | E. C. G. Sudarshan and J. Mehra |
| 255-256 | Simplification of the Hamilton-Jacobi functional of general relativity | Peter G. Bergmann, Arthur Komar and Kotik K. Lee |
| 257-266 | Spinning null fluid in general relativity | W. B. Bonnor |
| 267-281 | Pulsating stars in general relativity | Jeffrey M. Cohen |
| 283-287 | A theory of extended quantisation | Roger Crocker |
| 289-294 | Remarks on unified field structures, spin structures and canonical quantization | Norman E. Hurt |
| 295-298 | High-order realisations of the para-Fermi algebra with parafield operators | K. V. Kademova |
| 299-305 | The classical spin-1/2 tachyon field | Egon Marx |
| 307-314 | The principle of temperate action and a new type of uncertainty relation | Jerzy Rayski |
| 315-330 | Newtonian gravitational field theory | Solomon L. Schwebel |
| 331-336 | On the kinetic approach to many-body problems in general relativity | P. Yodzis |
| 336 | Erratum |
| 337-345 | Lie algebras and quasifield operators | K. V. Kademova and T. D. Palev |
| 347-353 | Advanced and retarded solutions in field theory | Solomon L. Schwebel |
| 355-358 | Equations generated by means of parafield operators | K. V. Kademova |
| 359-366 | Partially latent interaction in elementary particle formation | Kiu S. Suh |
| 367-385 | CP violation in the neutralK system | Suk Koo Yun |
| 387-393 | The paradox of radiation from a uniformly accelerated point electron and a consistent physical framework for its resolution | Darryl Leiter |
| 395-399 | Probabilistic formulation of classical mechanics | N. S. Kronfli |
| 401-412 | Relativistic quantum mechanics of fermions | Egon Marx |
| 413-424 | Electric charge systems moving with the velocity of light and associated with charge creation | LL. G. Chambers |
| 425-427 | The field of a uniformly accelerated current | P. T. Saunders |
| 429-435 | Einstein-Maxwell null fields with a null current distribution | P. A. Goodinson and R. A. Newing |
| 437-441 | Time-reversal symmetry violation and the oscillating universe | Amnon Aharony and Yuval Ne'eman |
| 443-448 | Deterministic quantum interference experiments | Yakir Aharonov, Hugh Pendleton and Aage Petersen |
| 449-466 | A homological foundation for scale problems in physics | R. H. Atkin and Ted Bastin |
| 467-482 | Gauge invariance, lorentz covariance and the observer | Egon Marx |
| 483-505 | Observer theories based on stueckelberg quations of motion | Robert G. Cawley |
| 507-508 | Virtual processes and virtual particles: real or fictitious? | Mario Bunge |
| 509-511 | The frame of reference in relativistic theories | H. Dehnen |
| 1-9 | Inertial reference frames in Einstein's theory of gravitation | J. Audretsch |
| 11-17 | An electric charge system moving radially with the velocity of light | L. L. G. Chambers |
| 19-32 | Classical spin variables and classical counterpart of the Dirac-Feynman-Gell-Mann equation | S. Depaquit, PH. Guéret and J. P. Vigier |
| 33-40 | Energy-momentum-stress tensor and gravitational field of uniformly rotating masses | Eckart Frehland |
| 41-44 | A new interpretation of Vaidya radiation | P. A. Goodinson and R. A. Newing |
| 45-47 | Conservation ofe/m in general relativity | Arthur Komar |
| 49-53 | Particle-like objects in a nonlinear field theory | M. Muraskin |
| 55-82 | Power series of the free field as operator-valued functional on spaces of typeS | A. Rieckers |
| 83-86 | Comments on Leiter's paper on non-linear wave mechanics | Mendel Sachs |
| 87-92 | Newtonian gravitational field theory: Two-body problem | Solomon L. Schwebel |
| 93-99 | Extended ladder representations | T. D. Palev |
| 101-115 | Local quantum entropy | J. G. Gilson |
| 117-123 | Derivation of Schrödinger's equation from stochastic electrodynamics | Maurice Surdin |
| 125-140 | Energy-momentum quanta in Fresnel's evanescent wave | O. Costa Beauregard, Ch. Imbert and J. Ricard |
| 141-143 | Atomicity and determinism in Boolean systems | N. S. Kronfli |
| 145-157 | Classical effects from a factorized spinor representation of Maxwell's equations | Mendel Sachs |
| 159-170 | Realisations of the representations of para-Fermi algebras—Part IV: Fock spaces of para-Bose and para-Fermi operators | K. V. Kademova and M. M. Kraev |
| 171-178 | Probability interpretation of particle(s) along classical trajectories | Der-Ruenn Su |
| 179-184 | On the motion of a charged particle in a uniform electric field with radiation reaction | N. D. Sen Gupta |
| 185-188 | A relationship between the Dirac and Maxwell equations | J. W. Gallop |
| 189-195 | Dynamics of probability distributions over classical fields | Gerald Rosen |
| 197-216 | Space-time structure and measurement theory | J. P. Antoine and Alan Gleit |
| 217-221 | The proper vibration of space: II | J. Kulhànek |
| 223-227 | An extended Galilei group and its application | O. Holmaas |
| 229-232 | The energy-momentum complex in gravitational induction | Brian Knight |
| 233-241 | Classical limit of the probability density for a perturbed change in the Hamiltonian | Der-Ruenn Su |
| 243-246 | Remark on general Lorentz-covariance | Hans-Jürgen Bräuer |
| 247-265 | Phase space, fibre bundles and current algebras | Basil J. Hiley and Allan E. G. Stuart |
| 267-271 | Generalized Vaidya metrics | Lane P. Hughston |
| 273-280 | Scalar-tensor theories and the principle of equivalence | H. C. Ohanian |
| 281-285 | Hamilton-Jacobi functional theory for the integration of classical field equations | Gerald Rosen |
| 287-294 | Conventional formulations of Noether's theorem in classical field theory | Joe Rosen |
| 295-303 | Reference systems and gravitation | Hans-Jürgen Treder and Horst-Heino V. Borzeszkowski |
| 305-320 | On the geometric structure of a parity-conserving relativistic quantum field theory | C. Westenholz |
| 321-325 | Upon electric charge systems moving without acceleration and associated with charge creation | LL. G. Chambers |
| 327-338 | A problem of information gain by quantal measurements | H. J. Groenewold |
| 339-359 | Differential geometry of atomic structure and the binding energy of atoms | R. Ramanna and S. Jyothi |
| 361-388 | Group deformations and relativity | Yu. A. Rogozhin |
| 389-394 | Synchrotron motion with radiation reaction | N. D. Sen Gupta |
| 395-401 | On structure preserving quantisations | T. S. Shankara and M. D. Srinivas |
| 403-425 | Photons, neutrinos, electrons and baryons in a unified spinor field theory of relativity | D. E. Littlewood |
| 427-431 | Could classical states also be distributions with extended supports? | T. S. Shankara |
| 433-451 | A new theory of elementary matter | Mendel Sachs |
| 453-476 | A new theory of elementary matter | Mendel Sachs |
| 477-481 | Proton-neutron mass difference in Sudarshan's Theory of Universal Primary Interactions | R. Acharya, H. H. Aly and K. Schilcher |
| 3-14 | The observer-dependence of cellular space-time structure | E. A. B. Cole |
| 15-28 | The coordinate group symmetries of general relativity | Peter G. Bergmann and Arthur Komar |
| 29-33 | Newtonian gravitational theory: Interaction with light | Solomon L. Schwebel |
| 35-53 | A new theory of elementary matter part III: A self-consistent field theory of electrodynamics and correspondence with quantum mechanics | Mendel Sachs |
| 55-70 | Nonlocal theory of single pion photoproduction | L. H. Tang |
| 71-75 | An isomorphism between the Para-Fermi algebra and the algebra O(n,n+1) | T. D. Palev |
| 79-99 | On the geometrization of forces | Andreas Quale |
| 101-122 | Time evolving theory of the mechanics of single particles and single photons | Robert G. Cawley |
| 123-125 | Remarks about single particle schrödinger equations | Robert G. Cawley |
| 127-129 | Interaction in scalar theories of gravitation | Tom L. J. Linden |
| 131-138 | The Bohm-Vigier subquantum fluctuations and nonlinear field theory | Yu. P. Rybakov |
| 141-150 | Some physical properties of neutrino-gravitational fields | J. B. Griffiths |
| 151-159 | Current density in relativistic quantum mechanics | Egon Marx |
| 161-197 | A new theory of elementary matter Part IV: Two-particle systems: The particle-antiparticle pair and hydrogen | Mendel Sachs |
| 199-210 | Solutions of a bethe-salpeter equation | F. T. Hadjioannou and E. Kyriakopoulos |
| 213-219 | Mandelstam representation for the Bethe-Salpeter amplitudes | F. F. K. Cheung |
| 221-230 | Heisenberg equations of motion for spin-1/2 wave equation in general relativity | S. K. Wong |
| 231-250 | Concerning measurements in quantum theory: A critique of a recent proposal | C. A. Hooker |
| 251-262 | Quasi-stationary states of hydrogen | Egon Marx |
| 263-273 | Quantum corrections to liquid correlations | M. D. Srinivas, M. S. Sriram and T. S. Shankara |
| 275-289 | Non-trivial coupling of internal and space-time symmetries | C. v. Westenholz |
| 293-301 | Neutrino radiation fields in general relativity | C. D. Collinson and P. B. Morris |
| 303-305 | Further remarks on a theory of extended quantization | Roger Crocker |
| 307-323 | The clock paradox in the relativity theory | Ta-You Wu and Y. C. Lee |
| 325-337 | Thermodynamics of a quantum simulating fluid complex | J. G. Gilson |
| 339-348 | Six-dimensional formulation of meson equations | Eric A. Lord |
| 349-357 | Algebraic properties of relativistic equations for zero rest-mass | Eric A. Lord |
| 359-368 | A scalar field theory of gravitation | T. L. J. Lindén |
| 371-375 | A static body of arbitrarily large density | W. B. Bonnor and S. B. P. Wickramasuriya |
| 377-389 | A second quantized model of anharmonicity | Mario Rasetti |
| 391-401 | On the gauge variance of action functions under transformations on space-time | G. S. Whiston |
| 403-419 | The axiomatic foundations of the theory of special relativity | Karl Stiegler |
| 421-427 | A contribution to the Rainich theory of the neutrino field | J. B. Griffiths and R. A. Newing |
| 429-436 | Eikonal approach to scattering from coated perfect conductors in a spinor formalism | Ronald Rockmore |
| 437-446 | The classification of displacements and rotations in a cellular space—Time | E. A. B. Cole |
| 447-458 | On the generalisation of the theory of the spin maximum 1 particle to the case of a charged particle moving in an electromagnetic field | José Vassalo Pereira |
| 3-8 | A note on a paper by Atkin and Bastin | C. J. S. Clarke |
| 9-29 | Quantum mechanical state preparation: A simple model | James L. Park and William Band |
| 31-35 | Quantization in generalized coordinates—II | Gary R. Gruber |
| 37-45 | Field theory where all Γskjk/i invariants vanish | M. Muraskin |
| 47-51 | An electromagnetic interpretation of the Kerr-Vaidya metric | Patricia A. Goodinson |
| 53-59 | A new coordinate condition, and elementary flatness, for axially symmetric interior solutions in general relativity | D. Rawson-Harris |
| 61-74 | Interaction theory of the electromagnetic field | Solomon L. Schwebel |
| 75-76 | The Zeeman-order topology on Minkowski space | G. S. Whiston |
| I | Important announcement |
| 79-103 | Associative and non-associative automorphisms of Newtonian space-time | G. S. Whiston |
| 105-109 | Particle boundedness in Γjk;li=0,gij;k=0 field theory | M. Muraskin and B. Ring |
| 111-121 | Some properties of higher spin rest-mass zero fields in general relativity | P. Bell and P. Szekeres |
| 123-131 | Considerations on a unified field theory | Jack Cohn |
| 133-153 | A metric-space formulation of Newtonian fields | Robert L. Kirkwood |
| 155-164 | Non-relativistic approximation of the theory of the particle of spin maximum 1 | José Vassalo Pereira |
| 251-257 | Simplification of the constraints in the dirac formalism for general relativity | Frederick S. Klotz |
| 259-274 | The relativistic Riemann invariants and the propagation of initial data surfaces | Angelo James Skalafuris |
| 275-280 | Renormalization in indefinite metric theories | Christopher T. Hill |
| 281-291 | A numerical examination of certain null geodesies of a high angular momentum kerr field | Roger M. Floyd and Bryan A. V. Sheppee |
| 293-299 | The group of automorphisms of the galilei group | G. Marmo and G. S. Whiston |
| 301-306 | Operators in a relativistic fock space for fermions | Egon Marx |
| 307-320 | Gauge-independent quantization of the schrödinger and radiation fields | Egon Marx |
| 321 | Erratum |
| 167-174 | The quantization of Fermi systems and the Dirac bracket | A. J. Kálnay and G. J. Ruggeri |
| 175-179 | Point-like hadrons from colliding beams | R. L. Ingraham |
| 181-204 | On quantization of non-linear relativistic field without recourse to perturbation theory | Yu. A. Rylov |
| 205-224 | Nature's natural numbers: relativistic quantum theory over the ring of complex quaternions | James D. Edmonds |
| 225-247 | A non-linear electromagnetic theory | Frederic Bisshopp |
| i | Important announcement |
| 325-337 | Relation between classical and quantum mechanics | Emile Grgin and Aage Petersen |
| 339-346 | Covariant derivation of the electromagnetic boundary conditions in General Relativity | D. Rawson-Harris |
| 347-357 | The Rainich conditions for neutrino fields | C. D. Collinson and R. Shaw |
| 359-363 | Generalized relativistic Fock space | Egon Marx |
| 365-368 | Gravitationally stabilized nucleons in the theory of the generalized gravitational potential | Norman H. Cherry |
| 369-375 | Plane frame functions and pure states in Hilbert space | S. Gudder |
| 377-382 | Signals from the future | A. Peres and L. S. Schulman |
| 383-397 | The principle of reciprocity | Irshadullah Khan |
| 399-406 | Covariant wave functions with invariant helicity for massless particles | M. T. Simon, M. Seetharaman and P. M. Mathews |
| 407-412 | Static solutions of the Brans-Dicke equations | H. A. Buchdahl |
| 415-424 | Parastatistics and Dirac brackets | A. J. Kálnay |
| 425-435 | Ground state energy of a many-particle boson system | M. E. Grypeos |
| 437-442 | On the nonsymmetric, gravitational collapse of an infinite, dust-filled cylinder | M. J. Miketinac and R. J. Barton |
| 443-452 | On a new method of quantisation and some of its applications | K. V. Kademova and M. M. Kraev |
| 453-466 | A spectrum generating algebra for meson resonances | W. Tait |
| 467-484 | Weak convergence in Hilbert space and weak uncertainty relations in quantum theory | Fausto Alvim and Luiz Felippe P. Serpa |
| 3-7 | Okubo second-order mass formula fromSO(6,1) | W. Tait |
| 9-24 | Quantum field theory of fermions constructed from bosons. Generalization to Para-Fermi statistics | A. J. Kálnay, E. Mac Cotrina and K. V. Kademova |
| 25-30 | Einstein-Maxwell null fields with non-zero twist | P. A. Goodinson and R. A. Newing |
| 31-38 | The positivity conditions in general relativity | J. N. Goldberg and F. S. Klotz |
| 39-47 | Galilean invariance and magnetic monopoles | H. Bacry and J. Kubar-Andre |
| 49-66 | Irreducible representations of a parafield and the connection of the parafield with usual fields | A. B. Govorkov |
| 67-75 | Algebraical comparison of classical and quantum polynomial observables | Hans Tilgner |
| 77-78 | Erratum: Observer theories based on Stueckelberg equations of motion | Robert G. Cawley |
| 81-116 | The theory of measurement in quantum mechanics | Gordon Reece |
| 119-127 | The electron field and the Dirac bracket | A. J. Kálnay |
| 129-143 | Energy-momentum quanta in Fresnel's evanescent wave II | O. Costa Beauregard |
| 145-148 | Space-time microstructure and singularity-free quantum field theory | Gerald Rosen |
| 153-157 | Kemmer algebras and rotation groups | Eric A. Lord |
| 159-168 | A coupled theory of electromagnetism and gravitation | T. L. J. Lindén |
| 169-181 | Kinematieal groups as group extensions | G. S. Whiston |
| 183-197 | Internal instability in a Reissner-Nordström black hole | Michael Simpson and Roger Penrose |
| 199-203 | Difficulties inherent in Sach's new theory of elementary matter | Darryl Letter |
| 205-211 | State automorphisms in axiomatic quantum mechanics | S. Gudder |
| 213-228 | Further studies in aesthetic field theory; existence of a bounded particle | M. Muraskin |
| 231-239 | The intimate relation between the extended Jaffe class and special spaces of typeS | W. Lücke |
| 241-251 | The concomitants of spinors of type [3/2,1/2] in space-time | B. Dodds |
| 253-257 | Quantization in generalized coordinates III-Lagrangian formulation | Gary R. Gruber |
| 259-262 | Conformally flat space-time of spherical symmetry in isotropic coordinates | B. Kuchowicz |
| 263-266 | Entropy of a fibered dynamical system | Norman E. Hurt |
| 267-276 | Boltzmann equation with fluctuations | Paul S. Lee and Ta-You Wu |
| 277-279 | Remarks on relativistic radiative reaction | C. S. Shen |
| 281-285 | Comments on the clock paradox | Mendel Sachs |
| 287-289 | Adjoint solutions of the Brans-Dicke equations | H. A. Buchdahl |
| 291-299 | Carnot engines and the principle of increase of entropy | J. B. Boyling |
| 301-308 | Analytic continuation of Moyal and operator algebras | Eric A. Lord and T. S. Shankara |
| 311-318 | On the extreme relativistic limit of arbitrary spin wave equations | G. Alagar Ramanujam |
| 319-326 | Sensitive observables of quantum mechanics | V. Capasso, D. Fortunato and F. Selleri |
| 327-337 | A galactic model for gravitational radiation | Dexter J. Booth |
| 339-352 | O(4) treatment of arbitrary central problem via quasiclassical quantization | V. B. Serebrennikov and A. E. Shabad |
| 353-378 | Newtonian universes expanding or contracting with shear and rotation | W. Davidson and A. B. Evans |
| 379-388 | Symmetric Lie algebras of non-linear transformations of conformal type in quantum mechanics | Hans Tilgner |
| 391-414 | The physics of a metric space with a time variable | Robert L. Kirkwood |
| 415-421 | A discussion of causality and the Lorentz group | Gareth Williams |
| 423-430 | Examples of quantisable dynamical systems: The hydrogen atom and automorphism groups | Norman E. Hurt |
| 431-442 | Expectation values of unbounded observables | K. Kraus and J. Schröter |
| 443-449 | Gravitational radiation damping of the spinning rod for arbitrary rotational speed | E. Frehland and E. Nowotny |
| 451-466 | Some problems of quantum mechanics possessing a non-negative phase-space distribution function | V. V. Kuryshkin |
| 467-474 | Gravitational Faraday-effect | H. Dehnen |
| 475-482 | Hypermass generalization of Einstein's gravitation theory | James D. Edmonds |
| 1-10 | Quantised De Sitter space and the connection to the Pauli principle | W. Ulmer |
| 11-29 | On the isomorphism of a ‘quantum logic’ with the logic of the projections in a hilbert space | R. Cirelli and P. Cotta-Ramusino |
| 31-37 | The generalised Feynman integral | Miroslav Pardy |
| 39-46 | A possible construction of the quantum field theory | J. M. Rayski |
| 47-49 | Red-shifts of quasi-stellar objects in the theory of the generalised gravitational potential | Norman H. Cherry |
| 51-63 | Quantum logic axioms and the proposition-state structure | Franco Gallone and Antonio Zecca |
| 65-83 | Quantum mechanics as relativistic statistics. I: The two-particle case | Yu. A. Rylov |
| 85-91 | Further studies in aesthetic field theory. II: Equations foreαi | M. Muraskin and B. Ring |
| 93-97 | Further studies in aesthetic field theory III: A bounded particle in Γjk;li=0,gij;k=0 theory | M. Muraskin |
| 99-121 | Topics on space-time topology | George S. Whiston |
| 123-139 | Quantum mechanics as relativistic statistics. II: The case of two interacting particles | Yu. A. Rylov |
| 141-146 | The exclusive interaction | William A. Barker |
| 147-153 | TheV-N sector of the Lee model | Siddhartha Sen |
| 155-170 | Perception and operation in the definition of observable | E. A. B. Cole |
| 171-178 | On the trace of the product of Pauli matrices occurring asar=ariσi+iar4 and that of the product of dirac matrices, and the interconnection between them | S. Sarkar |
| 179-182 | The homogeneous gravitational force field in general relativity | P. A. Goodinson |
| 183-187 | The fourth indeterminacy relation and stochastic electrodynamics | M. Surdin |
| 189-198 | Gauge-variance of the Dirac bracket | A. J. Kálnay and G. J. Ruggeri |
| 199-209 | Quantized De Sitter space, the connection to the Pauli principle and an application to Feynman's relativistic quark theory II | W. Ulmer |
| 211-218 | The self-contradictory foundations of formalistic quantum measurement theories | James L. Park |
| 219-225 | On the compatibility of spinor field equations with regard to generalisations of Weyl's lemma | Hans-Jürgen Treder and Horst-Heino V. Borzeszkowski |
| 227-229 | On relativistic quantum field theory in configuration space | A. J. Kálnay |
| 231-235 | Smoothing the quantum collapse | C. J. S. Clarke |
| 237-242 | Finiteness of relative acceleration at the surfacer = 2m | A. R. Prasanna |
| 243-246 | Electromagnetic test fields around a Schwarzschild singularity | H. Stephani and E. Herlt |
| 247-252 | On parallel displacement within the light cone and its application in the electrodynamics of charges moving with the velocity of light | Andrzej Staruszkiewicz |
| 253-262 | On non-singular generalised dynamical formalisms | G. J. Ruggeri |
| 263-276 | Approximate radiative solutions of the Yang-Mills field equations | Richard Kerner |
| 277-282 | Galilei invariance and superfluidity II | R. N. Sen |
| 283-297 | Model of scalar mesons | E. Kyriakopoulos |
| 299-300 | On the quantum hamiltonian for a charge in an electromagnetic field, in generalized coordinates | Gary R. Gruber |
| 301-306 | On the motion of a charged particle with radiation reaction | N. D. Sen Gupta |
| 307-317 | Semiclassical elementary particle models | W. Delaney |
| 319-320 | On the degeneracies of quantum systems | J. S. Dowker |
| 321-322 | A note on massless field equations for arbitrary spin | J. S. Dowker |
| 323-330 | On a unified theory of electromagnetism and weak interaction | Pratul Bandyopadhyay |
| 331-335 | On the behaviour of test matter in the vicinity of singularities | Horst-Heino V. Borzeszkowski |
| 337-339 | A metric allowing a 2-parameter group of motion | Edgar Pechlaner |
| 341-352 | On the quantum mechanical treatment of decaying non-relativistic systems | L. Lanz, L. A. Lugiato and G. Ramella |
| 353-360 | The orthogonality postulate in axiomatic quantum mechanics | M. J. Maczyński |
| 361-376 | Cramér-Rao inequalities for operator-valued measures in quantum mechanics | Carl W. Helstrom |
| 377-383 | On the meaning ofE=mc2 | Mendel Sachs |
| 385-389 | On the propagation of massless fields | H. U. Kranold |
| 391-408 | Hamiltonians allowing wave equations | Richard Arens |
| 409-417 | Dirac monopoles for general gauge theories | P. Klimo and J. S. Dowker |
| 419-427 | A topological model for Oersted-Ampère's law | C. V. Westenholz |
| 429-441 | Peculiarities of the quanto-mechanical space-time description | E. Papp |
| 443-450 | Two axisymmetric black holes cannot be in static equilibrium | Henning Müller Zum Hagen and Hans J. Seifert |
| 451-462 | Classical pure states: Information and symmetry in statistical mechanics | Jan J. Sławianowski |
| 463-464 | Comments on transition from classical to quantum mechanics in generalized coordinates via the covariant derivative | Gary R. Gruber |
| 465-471 | Fixed point theorem for the Poincaré group | G. B. Mainland and L. O'raifeartaigh |
| 1-17 | The embedding of unstable non-relativistic particles into Galilean quantum field theories | L. Lanz, L. A. Lugiato, G. Ramella and A. Sabbadini |
| 19-45 | Gravitation and other field theories | H. J. Groenewold |
| 47-54 | Interacting matter and radiation in homogeneous isotropic world models | Wayne R. Knight and Otto Bergmann |
| 55-58 | The Klein-Gordon equation as a limiting case of a suitably hyperbolized schrödinger equation | F. Borghese, P. Denti and T. Ruggeri |
| 59-68 | Singularities in Weyl gravitational fields | F. I. Cooperstock and G. J. Junevicus |
| 69-74 | Spherically symmetric solutions of Einstein-Maxwell theory with null fluid | B. O. J. Tupper |
| 75-91 | Third-order equation for two-component spinors | Egon Marx |
| 93-99 | On the representation theorem for quantum logic | K. Bugajska |
| 101-115 | Field-theoretical space-time quantisation | E. Papp |
| 117-127 | Geometry of the de-Sitter universe | Eric A. Lord |
| 129-135 | Redshift formulae for de-Sitter type metrics | Eric A. Lord |
| 137-138 | On stationary axially symmetric interior solutions in general relativity | D. Rawson-Harris |
| 139-144 | Velocity of light in a moving medium according to the absolute space-time theory | Stefan Marinov |
| 145-156 | Infinite-dimensional representations of the Lsorentz group: The complete series | M. Carmeli and S. Malin |
| 157-165 | The contribution of theC-field to the action functional | J. M. Hobbs |
| 167-178 | Lines of quantised magnetic flux and the relativistic string of the dual resonance model of hadrons | L. J. Tassie |
| 179-184 | Holistic electron theory | Jack Cohn |
| 185-193 | The natural line-breadth in stochastic electrodynamics | M. Surdin |
| 195-217 | Many-times formalism and Coulomb interaction | Egon Marx |
| 219-224 | Correcting the concept of denseness for the bootstrap | Allen D. Allen |
| 225-228 | A new physical characterisation of classical systems in quantum mechanics | Holger Neumann |
| 229-244 | External inversion, internal inversion, and reflection invariance | Matej Pavšič |
| 245-251 | On Fermi-like quantisation of classical mechanics | G. J. Ruggeri |
| 253-261 | A contribution to the rainich theory of the neutrino field II | J. B. Griffiths |
| 263-267 | Gravitational energy-momentum densities of arbitrary weight | G. G. Wiarda |
| 269-276 | Equation of motion for non-geodesic laboratory bodies | K. Nordtvedt |
| 277-289 | Propositional systems and measurements—I | K. -E. Hellwig and D. Krausser |
| 291-303 | Is a cosmological substratum compatible with relativity? | S. J. Prokhovnik |
| 305-321 | Quantum mechanics presented as harmonic analysis | Jerry Malzan |
| 323-340 | Quantum mechanics of ‘free’ spin-1/2 particles in an expanding universe | J. Audretsch |
| 341-367 | On the particle level of Galilean Quantum field theories | L. Lanz and L. A. Lugiato |
| 369-377 | The present status of the coish model | Hedley C. Morris |
| 379-392 | Thermodynamics of non-differentiable systems | J. B. Boyling |
| 393-403 | The Goos-Hänchen shift on a layer | J. Strnad and A. Kodre |
| 405-414 | Further studies in aesthetic field theory IV | M. Muraskin |
| 415-424 | Quantum mechanical state preparation II-The statistical ensemble as a thermostat | William Band and James L. Park |
| 425-437 | On the focusing of gravitational radiation | Hans C. Ohanian |
| 1-17 | Density quantization of metallic hydrogen | Angelo James Skalafuris |
| 19-37 | Quantization of non-local field theory | G. V. Efimov |
| 39-58 | Algebraically special fluid space-times with hypersurface-orthogonal shearfree rays | J. Wainwright |
| 59-65 | The electromagnetic energy momentum tensor and its uniqueness | David Lovelock |
| 67-72 | Measurement in quantum mechanics, and the EPR paradox | P. F. Zweifel |
| 73-89 | On an analyticity property in (complex) phase space | Irshadullah Khan |
| 91-102 | An improved derivation of the LSZ asymptotic condition within the framework of the Haag-Ruelle scattering theory | W. Lücke |
| 103-114 | Physical quantities in a classical two-tensor theory of gravitation | J. Chela-Flores |
| 115-122 | Quaternion wave equations in curved space-time | James D. Edmonds |
| 123-143 | Imprecision description of the threshold behaviour of the high-energy pairs annihilation and production processes | E. Papp |
| 145-151 | Zero value of the Schwarzschildian mass of asymptotically euclidian time-symmetrical gravitational waves | V. N. Folomeshkin |
| 153-157 | A homomorphism theorem for the Poincaré group | D. K. Sen |
| 159-163 | Compact topologies on Minkowski space | S. Nanda and H. K. Panda |
| 165-173 | Preferred frames and oscillating universes | J. Katz |
| 175-178 | Some remarks on the dynamical origin of charge and space-time quantisation | Pratul Bandyopadhyay |
| 179-187 | Some zero rest mass test fields in general relativity | A. Held and B. H. Voorhees |
| 189-196 | Another form of Einstein's addition law of velocities | P. Kaliappan |
| 197-216 | Internal geometrical structures on Minkowski space-time and Yang-Mills symmetries | M. Camenzind |
| 217-227 | Classification of stationary space-times | Zoltán Perjés |
| 229-237 | Parastatistics and the lie algebraical methods used there | T. Palev |
| 239-251 | A new semiclassical elementary particle model | W. Delaney |
| 253-260 | Third-order equation for bispinors | Egon Marx |
| 261-272 | Propositional systems and measurements—II | K. -E. Hellwig and D. Krausser |
| 273-290 | Five- and eight-vector extensions of relativistic quantum theory: The preferred reference frame | James D. Edmonds |
| 291-296 | On the trace and the relativistic scalar products involving Dirac matricesγi and the 4 × 4 unit matrix | S. Sarkar |
| 297-316 | Is the Hilbert space language too rich? | M. Kupczyński |
| 317-319 | Reply to Leiter's criticism of a new theory of elementary matter | Mendel Sachs |
| 321-331 | On Dingle's controversy about the clock paradox and the evolution of ideas in science | Mendel Sachs |
| 333-353 | A galactic model II: The gravitationally radiated angular and linear momenta fluxes | Dexter J. Booth |
| 355-362 | Flux of momentum ofN-bodies system by gravitational waves | Demetrios D. Dionysiou |
| 363-384 | Second-order scalar-tensor field equations in a four-dimensional space | Gregory Walter Horndeski |
| 385-389 | An extended approach to the field-theoretical time operators | E. Papp |
| 391-433 | A new approach to interacting fields | C. Von Westenholz |
| 1-4 | Rest mass quantisation of elementary particles and possible existence of hitherto unknown particles | Thomas Chacko |
| 5-29 | A discrete spectrum of solutions of the wave equation with strong cubic nonlinearity | Frederic Bisshopp |
| 31-43 | An introduction to the theory of local twistors | Kenza Dighton |
| 45-68 | Conformal invariance and the six-dimensional formalism | Richard F. Sigal |
| 69-72 | The axiomatic foundations of the theory of special relativity—reply to Stiegler | M. Podlaha |
| 73-91 | Entropic uncertainty relation | Branislav Mamojka |
| 93-105 | Further studies in aesthetic field theory V; higher dimensions | M. Muraskin and B. Ring |
| 107-123 | Rotating frames in special relativity | M. Strauss |
| 125-133 | On the motion of a particle with anisotropic mass | Il-Tong Cheon |
| 135-144 | On the isomorphism of a quantum logic with the logic of the projections in a Hilbert space. II | R. Cirelli, P. Cotta-Ramusino and E. Novati |
| 145-147 | On generalising Abraham-Lorentz equation | Jamil Daboul |
| 149-156 | Functional properties of quantum logics | M. J. Mączyński |
| 157-173 | Angular momentum in tensor representations ofU (3) | H. S. Green and A. J. Bracken |
| 175-185 | The Sugawara model in general relativity. A. The case for three current vectors (SU (2)) | Gerald E. Tauber |
| 187-192 | Symmetry in quantum systems | Luis J. Boya |
| 193-204 | Minimal-disturbance measurement as a specification in von Neumann's quantal theory of measurement | Fedor Herbut |
| 205-212 | On weyl's gauge field in a non-local field | Satoshi Ikeda |
| 213-247 | Cayley parametrization of semisimple lie groups and its application to physical laws in a (3+1)-dimensional cubic lattice | Miguel Lorente |
| 249-259 | On the weak-field approximation in the two-body problem of general relativity | V. I. Zhdanov |
| 261-271 | Hypercomplex extensions of the general linear groupGL (n, R) | F. N. Ndili and G. C. Chukwumah |
| 273-284 | Orthonormal tetrad transport. II. Physical identification of the normals and curvatures of a time-like curve | Jorge Krause |
| 285-288 | ‘Hyperspace’ (the cobordism theory of space-time) | George S. Whiston |
| 289-303 | The action principle in quantum mechanics | H. A. Cohen and M. Z. Shaharir |
| 305-308 | Square-roots, internal symmetries, and fermion field quantization | Gerald Rosen |
| 309-315 | Five-dimensional space-time: Mass and the fundamental length | James D. Edmonds |
| 317-319 | Rotational solutions under the new theory of motion | Allen D. Allen |
| 321-339 | A path-integral formulation of the Pauli equation using two real spin coordinates | Viktor Bezák |
| 341-351 | Topics on space-time topology II | George S. Whiston |
| 353-356 | Common solutions of the einstein and Brans-Dicke theories | B. O. J. Tupper |
| 357-378 | Estimation of a displacement parameter of a quantum system | Carl W. Helstrom |
| 379-386 | Green's function approach to quantum field theory in locally convex space and question of uniqueness | Tetz Yoshimura |
| 387-394 | Zero value of the Schwarzschild mass for an asymptotically Euclidian system of gravitational waves | V. N. Folomeshkin |
| 395-417 | A relativistic analogue of the Kepler problem | H. P. Künzle |
| 419-424 | The gravitational field of a nullicle | P. A. Hogan |
| 425-427 | The conservation equations of the charge and current densities of a free relativistic electron | T. L. Chow |
| 1-9 | Derivation of a mathematical equation for the EEG and the general solution within the brain and in space | P. A. Anninos and S. Raman |
| 11-24 | Macroscopic variables | H. Krips |
| 25-34 | Time in a simple model of a physical system | M. Garcia-Sucre |
| 35-45 | Some remarks on orthonormal tetrad transport | J. Krause |
| 47-54 | Contact transformations and conformal group. I. Relativistic theory | Luis J. Boya and José M. Cerveró |
| 55-60 | Contact transformations and conformal group. II. Non-relativistic theory | Luis J. Boya and José M. Cerveró |
| 61-67 | On Nambu's generalized hamiltonian mechanics | Isaac Cohen and Andrés J. Kálnay |
| 69-78 | Generalization of Nambu's mechanics | Isaac Cohen |
| 79-80 | On localisability and Heisenberg's fundamental field | Andrés J. Kálnay |
| 81-93 | Diffraction of a plane electromagnetic wave at a schwarzschild black hole | E. Herlt and H. Stephani |
| 95-102 | The theory of rest-mass quantisation | Thomas Chacko |
| 103-134 | A model field theory in which two Nambu-Goldstone symmetries are realised by one massless pseudoscalar boson | D. J. Almond |
| 135-139 | Crux of the clock paradox | Kenneth J. Epstein |
| 141-143 | Observables and transformation properties of fermions and parafermions constructed in terms of bosons. I. The physical variables | Andrés J. Kálnay and K. V. Kademova |
| 145-147 | Observables and transformation properties of fermions and parafermions constructed in terms of bosons. II. Transformation laws | Andrés J. Kálnay and K. V. Kademova |
| 149-151 | On the statistics consistent with Nambu's new quantum rules. Quarks? | Máximo García Sucre and Andrés J. Kálnay |
| 153-156 | The elementary particle base masses | Geoffrey Dixon |
| 157-160 | Further studies in aesthetic field theory VI: The lorentz group | M. Muraskin and Beatrice Ring |
| 161-168 | Further studies in aesthetic field theory VII | M. Muraskin |
| 169-176 | Zero value of the schwarzschild mass for an asymptotically Euclidian system of gravitational waves | V. N. Folomeshkin |
| 177-182 | Generalised magnetic monopole for the yang-mills field | Richard Kerner |
| 183-190 | Pre-quantisation for an arbitrary Abelian structure group | J. -E. Werth |
| 191-197 | Dirac- and Lorentz-invariant symmetries in mass and four-momentum for superluminal aspects | B. B. P. Sinha |
| 199-203 | Algebraic constraints for higgs multiplets | F. N. Ndili and P. N. Okeke |
| 205-215 | Representation of the spin in the Dirac equation for the electron | Toyoki Koga |
| 217-223 | Cosmological models and Non-denumerable singularities | Richard Schlegel |
| 225-240 | Topics on space-time topology (III) | George S. Whiston |
| 241-249 | On the effect of spin on the gravitational field | N. K. Kofinti |
| 251-260 | A procedure for obtaining quantum mechanical transformation of diagonalization from the classical | Alvin K. Benson |
| 261-270 | Some physical implications of a new relativistic boundary condition | N. K. Kofinti |
| 271-296 | The mechanics of an affinely-rigid body | Jan J. Sławianowski |
| 273-285 | An analysis of Bonnor's dipole solution | J. P. Ward |
| 287-292 | The Nambu mechanics as a class of singular generalized dynamical formalisms | G. J. Ruggeri |
| 293-298 | About the relation [X, P]=i | Hans Laue |
| 299-320 | Crossing relations derived from (Extended) Relativity | R. Mignani and E. Recami |
| 321-332 | A further link(s) with inequivalent representations in quantum field theory | Alvin K. Benson and Dorian M. Hatch |
| 333-343 | Lie algebra bases for the pseudo-orthogonal groups | J. F. Cornwell |
| 345-348 | On the role of Woolley's Killing tensor in Einstein-Maxwell theory | J. P. Ward |
| 349-381 | A general scheme for microscopic theories | M. Toller |
| 383-391 | On kinematical invariances of the equations of motion | Toshihiro Iwai |
| 393-399 | Minkowski space with order topology is simply connected | S. Nanda and H. K. Panda |
| 401-405 | Mach's principle in cosmology | E. Ihrig |
| 407-415 | The unitary representation operators | G. Alagar Ramanujam |
| 1-8 | Brans-dicke plane symmetric vacuum | R. Tabensky and N. Zamorano |
| 9-15 | On the superposition of electromagnetic waves in general relativity | J. B. Griffiths |
| 17-25 | Remarks on gauge theories of fundamental forces | J. Chela-Flores |
| 27-35 | The interpretation of the Theory of Relativity | Nuthakki Purna |
| 37-49 | Irreversible behavior of forced system | Robert H. Kohler |
| 51-72 | Spinor fields in the theory of relativity and a generalization of Heisenberg's nonlinear spinor equation | W. Ulmer |
| 73-88 | The lamb shift in helium from a self-consistent field theory of electrodynamics | Hung Yu and M. Sachs |
| 89-102 | Generalised quaternion methods in conformal geometry | Eric A. Lord |
| 103-111 | The electromagnetic energy and momentum of finite charged bodies moving at constant velocity | Roger Stettner |
| 113-123 | Galilean invariance and magnetic charge | V. I. Strazhev |
| 125-142 | Structural parameters of semi-simple lie algebras | F. N. Ndili, G. C. Chukwumah and P. N. Okeke |
| 143-148 | The converse of the entropy principle for compound systems | J. B. Boyling |
| 149-152 | ‘Surface’ element on the light cone | Egon Marx |
| 153-173 | Some theoretical and experimental aspects of the tachyon problem | Dietmar Kirch |
| 175-181 | Solution of the zero rest-mass equations for free fields in the einstein static universe | Frederick S. Klotz |
| 183-187 | Space-time spaceless-timeless interactions | L. Corsiglia |
| 189-212 | The experimental verification of the absolute space-time theory—I |
| 213-226 | A new interpretation of the special theory of relativity | V. Buonomano |
| 227-236 | Models of relativistic hamiltonian interactions | Richard Arens |
| 237-257 | Time evolution of quasi-stationary states | M. Razavy |
| 259-263 | Six bits for nine colored quarks | James D. Edmonds |
| 265-269 | A spectrum-generating algebra for particles of spin 1/2 | P. Cordero and S. Salamó |
| 271-278 | A rational interpretation of the dirac equation for the electron | Toyoki Koga |
| 279-288 | Evaluation of the density matrix for an ensemble of anharmonic oscillators by a path integral approach | P. M. Mathews and M. S. Seshadri |
| 289 | Dirac- and lorentz-invariant symmetries in mass and four-momentum for superluminal aspects | B. B. P. Sinha |
| 291-296 | Lamb shifts for hydrogen, using the sachs elementary interaction theory | Jack Edwards |
| 297-302 | Generalization of einstein's equation for nonsymmetricTμν | James D. Edmonds |
| 303-316 | Particle behavior in aesthetic field theory | M. Muraskin |
| 317-321 | Positiveness of mass and the strong energy condition | Jacob D. Bekenstein |
| 323-336 | A new differential calculus on a complex banach space with application to variational problems of quantum theory | C. S. Sharma and I. Rebelo |
| 337-340 | Four dimensions and reference “frames”: Some operational interpretations | J. Charles Nickerson |
| 341-361 | An electromagnetic inertial mass theory applied to elementary particles | John Kenny |
| 363 | Gravitationally radiated linear momentum flux | Dexter J. Booth |
| 365-375 | A comparison of two models of theρ-meson | Harold Cohen |
| 377-385 | A relation between the dirac field of the electron and electromagnetic fields | Toyoki Koga |
| 387-392 | Testing gauge theories in electron-electron scattering | P. N. Okeke, F. N. Ndili and G. C. Chukwumah |
| 393-399 | Spin-two symmetric spinors and elastic scattering of massive spin-two particles | D. L. Weaver |
| 401-416 | Gravitational radiation generated by the gravitational scattering of two stars | Christoph Mache and Eckart Frehland |
| 417-418 | A new red shift mechanism with possible applications to astrophysical problems such as quasars | C. F. Gallo |
| 419-424 | The theorem of Gleason for nonseparable hilbert spaces | Manfred Eilers and Ernst Horst |
| 425-430 | Generalized definition of coherent states and dynamical groups | Mario Rasetti |
| 431-435 | Mass term variations in the Dirac hydrogen atom | James D. Edmonds |
| 1-21 | Coherent states and partition function | Mario Rasetti |
| 23-35 | The uniqueness ofgij in terms ofRijkl | Edwin Ihrig |
| 37-54 | Integrals of the motion, green functions, and coherent states of dynamical systems | V. V. Dodonov, I. A. Malkin and V. I. Man'ko |
| 55-65 | Electromagnetic energy and momentum from a charged particle | Egon Marx |
| 67-72 | Electro-geometrodynamics | Dexter J. Booth |
| 73-90 | Group representations in certain lattices of propositions | J. P. Leveille and P. Roman |
| 91-96 | Application of Kemmer-β formalism to spin-1/2 systems | M. Samiullah and K. G. Khalili |
| 97-109 | Lie algebras and representations of continuous groups | D. E. Littlewood |
| 111-113 | A possible gravitational Planck's constant | Antonio Zecca |
| 115-135 | The Hubble law and the spiral structures of galaxies from equations of motion in general relativity | Mendel Sachs |
| 137-144 | Spinor methods in conformal Killing transport | Kenza Dighton |
| 145-159 | Fluid spheres and R- and T-regions in general relativity | G. C. McVittie and R. J. Wiltshire |
| 161-168 | The clock paradox as a cosmological problem | K. Y. Fu |
| 169-181 | Speculative note on kinematics | C. H. Braden |
| 183-192 | Magnetic charge quantization and generalized imprimitivity systems | A. Z. Jadczyk |
| 193-205 | Nonexistence of massless zero-spin particles in relativistic quantum mechanics | I. Saavedra |
| 207-210 | Higher energy levels of the harmonic oscillator and stochastic electrodynamics | M. Surdin |
| 211-216 | Functional derivative for the distribution function of a Λ-nucleon pair in nuclear matter | Basil C. Kargas and Michael E. Grypeos |
| 217-235 | Strongly interacting particle physics | Paul K. S. Suh |
| 237-275 | Outline of a classical theory of quantum physics and gravitation | J. W. Gallop |
| 277-288 | Wave functions relative to a real polarization | J. Śniatycki |
| 289-294 | Boltzmann'sH theorem and the Loschmidt and the Zermelo paradoxes | Ta-You Wu |
| 295-298 | A remark on the definition of superselection rules in terms of unbounded operators | T. S. Todorov |
| 299-311 | An attempt to resolve the astrophysical puzzles by postulating scale degree of freedom | Matej Pavšič |
| 313-317 | On the signatures of the canonical and the metrical energy densities of vector fields | Hans-Jürgen Treder |
| 319-326 | Some type III solutions of the Einstein-Maxwell equations | S. Hacyan and J. F. Plebañski |
| 327-346 | Distinguishable- and indistinguishable-particle descriptions of systems of identical particles | W. M. De Muynck |
| 347-360 | Group analysis of masses and spins in curved space-time: Cosmological and experimental consequences | S. Malin |
| 361-366 | A static three-center solution to Einstein's gravitational field equations | Dexter J. Booth |
| 367-372 | Leibniz' principle, general relativity, and the observational dominance of euclidean geometry | J. Charles Nickerson |
| 373-378 | Division algebras and the factorization of Einstein's field equations | J. Charles Nickerson |
| 379-384 | Does Euclidean geometry imply quantum physics? | J. Charles Nickerson |
| 385-404 | Spin-1/2 equation with indefinite metric | Ralph F. Guertin |
| 405-416 | Bose quantization of a new spin-1/2 equation | Ralph F. Guertin |
| 417-422 | Spin-1 particle in a homogeneous magnetic field | Emile Durand |
| 423-428 | Unstable particles in a self-consistent field theory | M. Seetharaman and V. Srinivasan |
| 429-430 | Comment on Kálnay's note on fundamental fields | Mendel Sachs |
| 1-9 | Neutral current effects in møller scattering | F. N. Ndili, P. N. Okeke and G. C. Chukumah |
| 11-24 | Colored null flags and para-Fermi fields | Ichio Fukui and Katsusada Morita |
| 25-43 | An interesting representation of lie algebras of linear groups | Asghar Qadir |
| 45-65 | Wave optics of the spherical gravitational lens part I: Diffraction of a plane electromagnetic wave by a large star | E. Herlt and H. Stephani |
| 67-71 | The conservation of source strength in linear field theories and the superpotentials | Hans-Jürgen Treder and Eckhard Kreisel |
| 73-79 | A hierarchy hypothesis | P. F. Browne |
| 81-86 | Generalized force in classical field theory | J. Krause |
| 87-90 | Transfinite ordinals as axiom number symbols for unification of quantum and electromagnetic wave functions | William M. Honig |
| 91-97 | Vector boson elastic scattering and Compton scattering | D. L. Weaver |
| 99-119 | A relativistic field theory of the electron | Toyoki Koga |
| 121-155 | Quantized singularities in the gravitational field | Ronald J. Riegert |
| 157-167 | On the one-dimensional symmetric two-body problem of classical electrodynamics | V. I. Zhdanov |
| 169-180 | The interpretation of diffraction and interference in terms of energy flow | R. D. Prosser |
| 181-193 | Quantum theory and the nature of interference | R. D. Prosser |
| 195-199 | Can a tachyon emit light radiation in all directions? | G. Alagar Ramanujam |
| 201-206 | On the Weyl character formula forSU(n) | R. J. Plymen |
| 207-212 | On the construction of the Taub-NUT congruence | P. A. Hogan and T. Criss |
| 213-230 | Some remarks concerning the question of localization of elementary particles | Bo-Sture K. Skagerstam |
| 231-246 | Some speculations on a causal unification of relativity, gravitation, and quantum mechanics | V. Buonomano and A. Engel |
| 247-261 | On the transformation of mass and momentum densities in special relativity | G. H. Hostetter |
| 263-264 | The Fresnel formula applied to empty space | Harold Aspden |
| 265-270 | A comparison of results of various theories for four fundamental constants of physics | D. M. Eagles |
| 271-278 | Particle mass spectrum and strong gravity | R. K. Keskinen and T. E. Perko |
| 279-281 | Is the electromagnetic field an invariant superposition of the 42 states of a basic field? | Gerald Rosen |
| 283-291 | The effect of gravitational waves from a spinning rod on its rigidity | T. T. Chia |
| 293-309 | Equilibrium—Its connection to global integrability conditions for stationary Einstein-Maxwell fields | J. P. Ward |
| 311-314 | On the relationship between Killing tensors and Killing-Yano tensors | C. D. Collinson |
| 315-317 | A simple application of the Newman-Penrose spin coefficient formalism. I | Talmadge M. Davis |
| 319-321 | A simple application of the Newman-Penrose spin coefficient formalism. II | Talmadge M. Davis |
| 323-331 | Some remarks on nonlocal field theory and space-time quantization | Pratul Bandyopadhyay and Sisir Roy |
| 333-338 | Sensitive observables on infinite-dimensional Hilbert spaces | D. Fortunato and F. Selleri |
| 339-348 | Nonperturbative Green's function approach to quantum field theory and arbitrariness of solutions | Tetz Yoshimura |
| 349-356 | Conservation laws for classical and relativistic collisions. I | Edward A. Desloge |
| 357-363 | Conservation laws for classical and relativistic collisions. II | Edward A. Desloge |
| 365-375 | Quantum measurement theory including initial correlations and observables with continuous spectra | H. Spohn |
| 377-387 | Some structurological remarks on a nonlocal field | Satoshi Ikeda |
| 389-391 | Uncertainty product for a subensemble of particles | B. Roy Frieden |
| 393-409 | The interaction of a quantum mechanical oscillator with gravitational radiation | N. Gräfe and H. Dehnen |
| 411-415 | Dynamics of differential rotating sphere and pulsar | K. U. Lu |
| 417-426 | SL(4) as a common symmetry group of electromagnetic and gravitational interactions | O. Holmaas |
| 427-451 | Geometry and quantization | D. J. R. Lloyd-Evans |
| 453-461 | The principal series ofSp(n, ℝ) | G. Rosensteel and D. J. Rowe |
| 463-471 | Critical remarks and an open question in the present theory of the electromagnetic self-force | R. L. Ingraham |
| 473-486 | Reinterpretation and extension of Bell's inequality for multivalued observables | A. Baracca, S. Bergia, R. Livi and M. Restignoli |
| 487-495 | Restored symmetries, quark puzzle, and the Pomeron as a Josephson current | R. Vilela Mendes |
| 497-499 | On two Lie algebras of linear forms | T. S. Shankara |
| 501-511 | Convergence criteria for the Hartree iterative solution of the general self-consistent field equations | D. J. Rowe and G. Rosensteel |
| 513-520 | A new particle solution in aesthetic field theory | Murray Muraskin and Beatrice Ring |
| 521-528 | New solutions in aesthetic field theory | Murray Muraskin and Beatrice Ring |
| 529-540 | Interacting electromagnetic waves in general relativity | J. B. Griffiths |
| 541-556 | Aspects of Green's function methods versus self-consistent field theory | Alvin K. Benson |
| 557-574 | The arithmetic basis of special relativity | Donald Greenspan |
| 575-593 | A model of conformal kinematics | Anatol Odzijewicz |
| 595-604 | The local quantized superfield, CPT, and the connection between spin and statistics | J. Hrubý |
| 605-615 | Green's functions in broken discrete symmetry | Tetz Yoshimura |
| 617-629 | High-energy collisions and the breakdown of the usual conditions of unitarity and causality | Josip Šoln |
| 631-633 | Inertia of a nonradiating particle | H. Aspden |
| 635-641 | Physical equivalence of theories | A. Qadir |
| 643-656 | Comments on models of scalar-tensorial field equations in general relativity | Colber G. Oliveira |
| 657-672 | On time-dependent transformation in Newtonian mechanics: Formal theory on the relativity of force | Shigeru Ohkuro |
| 673-676 | Photon rest frames and null geodesics | W. M. Honig |
| 677-689 | Spontaneous symmetry breaking with quaternionic scalar fields and electron-muon mass ratio | F. N. Ndili |
| 691-701 | Rotational frames and Euclidean connection | Shigeru Ohkuro |
| 703-712 | Thought experiments at superluminal relative velocities | H. C. Corben |
| 713-716 | On nonlinear field theories of elementary particles | D. Y. Kim |
| 717-721 | An exterior solution of the einstein field equations for a rotating infinite cylinder | Munaim A. Mashkour |
| 723-733 | A study of the high-energy reaction [` | |
| 735-744 | An extended extremal approach to the definition of the nonlocal photon form factors | E. Papp |
| 745-754 | SU(3) as a group of broken symmetry in the problems with arbitrary central dynamics | V. B. Serebrennikov and A. E. Shabad |
| 755-771 | Unit radius and the resolution of inverse square law forces | J. C. Belcher |
| 773-779 | New theoretical approach concerning the physical phenomena in space and time, and the action principle | M. Broneas |
| 781-784 | A different theory of anomalous magnetic moment | Ramesh Chandra |
| 785-791 | On superposition and entropy in quantum dynamics | Antonio Zecca |
| 793-799 | Affine connection in Hilbert space | Kenneth J. Epstein |
| 801-807 | Christoffel symbols and inertia in flat space-time theory | J. Krause |
| 809-814 | Remark on kàlnay theory of fermions constructed from bosons | Piotr Garbaczewski |
| 815-823 | Axially symmetric electrovac solutions | S. Banerji and K. C. Das |
| 825-828 | Nonuniqueness of a massive spin-2 theory | J. B. Nunes |
| 829-840 | The second-order effects in the “rotating disk” experiment | Stefan Marinov |
| 841-845 | A strong interaction theory with internal coordinates | F. C. Hoh |
| 847-865 | Quark theory with internal coordinates | F. C. Hoh |
| 867-876 | Canonical realizations of the lie algebrasp(2n, R) | M. Havlíček and W. Lassner |
| 877-884 | On the “near to minimal” canonical realizations of the lie algebraCn | M. Havlíček and W. Lassner |
| 885-890 | Equivalence of the theories of reciprocity and general relativity | A. Qadir |
| 891-899 | A time-symmetric classical electrodynamics | Egon Marx |
| 901-910 | Indefinite charge for the classical spinor field | Egon Marx |
| 911-925 | Hypercomplex number approach to Schwinger's quantum source theory | James D. Edmonds |
| 927-947 | Bases for a discrete special relativity | M. Lorente |
| 949-959 | A theory of generally invariant lagrangians for the metric fields. II | Demeter Krupka |
| 961-972 | A relational theory of physical space | Mario Bunge and Adalberto García Máynez |
| 1-6 | Observable consequences from second-type state vectors of quantum mechanics | D. Fortunato, A. Garuccio and F. Selleri |
| 7-12 | Quantization of Galilean systems | Helmut Bez |
| 13-33 | Segmented structures | Alessandro Manià and Antonio Sparzani |
| 35-52 | Analytic supernova models and black holes | Richard C. Adams and Jeffrey M. Cohen |
| 53-55 | The wigner-lubanski first integral in the Papapetrou-Corinaldesi equations of motion | M. Carmeli and Ch. Charach |
| 57-61 | Construction of the faithful irreducible representation for the subgroupG contained inS7 | Gerald Rosen |
| 63-79 | The discrete series ofSp(n,ℝ) | G. Rosensteel and D. J. Rowe |
| 81-97 | Generalized Faddeev equations for the many-cluster problem | Ahmed Osman |
| 99-110 | An approximation method to solve Einstein's field equations on a curved background metric | G. Lessner |
| 111-120 | Chiral (γ5) symmetry of massless fields and neutrino theory of photons | V. I. Strazhev |
| 121-140 | Relativistic fluid spheres and noncomoving coordinates. I | G. C. McVittie and R. J. Wiltshire |
| 141-145 | The functional derivative of the radial distribution function for a many-particle boson system | M. E. Grypeos and E. Mavrommatis |
| 147-159 | Bosons, fermions, and the Feshbach-Villars transformation | José Vassalo Pereira |
| 161-165 | Quantization postulate in quantum mechanics | Todor Stefanov Todorov |
| 167-176 | Gravitational energy from a quadratic Lagrangian with torsion | Carlos A. López |
| 177-194 | An elementaryU(2) theory of radiation fields with spinJ | David W. Minaar, Ralph A. Mudgett and Michitoshi Soga |
| 195-199 | On the asymptotic behavior of dynamical maps for a finite quantum system | Andrzej Posiewnik |
| 201-209 | On the construction of analytic and crossing symmetric partial waves | P. DitĂ |
| 211-225 | Paths of spinning particles in general relativity as geodesics of an Einstein connection | R. R. Burman |
| 227-231 | Pseudopotentials and the inverse scattering problems of the generalized Korteweg-de vries equation | Hedley C. Morris |
| 233-239 | On gravitational shock waves | Hans-Jürgen Treder and Wolfgang Yourgrau |
| 241-247 | Entropy and gravitation | G. Neugebauer |
| 249-257 | An axiomatic deduction of the pauli spinor theory | H. M. Schwartz |
| 259-272 | Events and observables in axiomatic quantum mechanics | Frederic W. Shultz |
| 273-285 | General relativity without tensors in a central field | Marvin G. Moore |
| 287-298 | Thermodynamic arrow for a mixing system | L. S. Schulman and R. Shtokhamer |
| 299-306 | Axioms for nonrelativistic quantum mechanics | W. Guz |
| 307-319 | Kinematics for the scattering of spacelike momentum | H. Lemke |
| 321-331 | Information-theoretical aspects of quantum measurement | E. Prugovečki |
| 333-337 | Contact transformations and conformal group. III. Finite nonrelativistic transformations | José M. Cerveró |
| 339-343 | Contact transformations. IV. Contraction of contact Lie algebras | José M. Cerveró |
| 345-350 | The matrix of a finite rotation in the space of trees | G. I. Kuznetsov |
| 351-355 | The Markov master equations and the Fermi golden rule | Robert Alicki |
| 357-370 | A few properties of a certain class of degenerate space-times | Jerzy K. Kowalczyński and Jerzy F. Plebański |
| 371-388 | Metric and Ricci tensors for a certain class of space-times ofD type | Jerzy K. Kowalczyński and Jerzy F. Plebański |
| 389-399 | SO(4, 2)-covariant formulation of the Bargmann-Wigner equations | Eric A. Lord |
| 401-404 | A new approach to the problem of the anomalous magnetic moment of the electron | H. Aspden |
| 405-407 | On wyler's value for the fine-structure constant | Robert L. Pease |
| 409-417 | Unique distinction of the Lorentz and the anti-de Sitter group in the classical Kepler problem | J. Stickforth |
| 419-424 | On the rescaling problem of space-times admitting groups of conformal motions | B. Lukács and Á. Sebestyén |
| 425-428 | A path-dependent approach to colored magnetic monopoles | R. Mignani |
| 429-436 | Analogous riemannian metric description of gravitational and electromagnetic interactions | Reinaldo Muñoz |
| 437-442 | Conditional expectation and commutativity in von Neumann algebras | M. J. Maczyński |
| 443-445 | On the Bunge-Kalnay position operator for the Dirac electron | J. L. Hindmarsh |
| 447-464 | Prequantum bundles and projective Hilbert geometries | Christian Günther |
| 465-473 | On space-time permeated by the perfect magnetofluid | G. G. Asgekar and T. H. Date |
| 475-479 | Comments on the “absolute space-time theory” | Zoran Vrcelj |
| 481-489 | On fermi quantum fields constructed from bose quantum fields and their applications | Andrés J. Kálnay |
| 491-501 | Is a Bell-type inequality for nondicotomic observables a good test of quantum mechanics? | A. Baracca, S. Bergia, F. Cannata, S. Ruffo and M. Savoia |
| 503-515 | Invariants and radiation of some nonstationary systems | E. V. Ivanova, I. A. Malkin and V. I. Man'ko |
| 517-531 | Group-induced quantization in central problems in mechanics | V. B. Serebrennikov and A. E. Shabad |
| 533-540 | On the geometric and algebraic foundation of the spinor formalism and the application to relativistic field equations | W. Ulmer |
| 541-549 | A characterization of carter's separable space-times | Werner Dietz |
| 551-554 | Is gravitational dual charge physical? | Elihu Lubkin |
| 555-560 | Comments on Fu's paper on the clock paradox as a cosmological problem | Mendel Sachs |
| 561-565 | Solutions of the Maxwell and Yang-Mills equations associated with hopf fibrings | Andrzej Trautman |
| 567-573 | The structure of projection-valued states: A generalization of Wigner's theorem | Ron Wright |
| 575-583 | Short-range correlations with pseudopotentials. IV | Ahmed Osman |
| 585-590 | Einstein gravitation from scalar nonsingular sources alone | J. A. Souza and A. F.da F. Teixeira |
| 591-601 | AnO(3, 1) approach to Maxwell's equations | Y. Rezvan and M. Samiullah |
| 603-614 | Rotating frames in special relativity analyzed in light of a recent article by M. Strauss | Øyvind Grøn |
| 615-633 | On representation spaces in geometric quantization | Jedrzej Śniatycki and Stanley Toporowski |
| 635-648 | Poincaré canonical momenta and nambu mechanics | Andrés J. Kálnay and Ricardo Tascón |
| 649-657 | Method of action-angle variables and the classical dynamics of a nonlinear lagrangian | M. Lakshmanan and B. Venkataramanan |
| 659-661 | Remarks on gauge variables and singular lagrangians | J. Chela-Flores, R. Jánica-de-la-Torre, A. J. Kálnay, J. Rodríguez-Gómez and J. Rodríguez-Nuñez, et al. |
| 663-670 | The real geometry of complex space-times | Nicholas Woodhouse |
| 671-679 | Lie algebras and dynamic nonlinear systems containing limit cycles | W. H. Steeb |
| 681-688 | Symmetries in quantum logics | S. Pulmannová |
| 689-706 | Quantum statistical mechanics on stochastic phase space | S. Twareque Ali and Eduard Prugovečki |
| 707-713 | A note on fuzzy observables | L. M. Morato |
| 715-720 | Information flow, causality, and the classical theory of tachyons | L. Basano |
| 721-728 | Scattering eikonal for two classical relativistic particles | P. Donato |
| 729-740 | Regular quantum field theories | J. Rayski |
| 741-754 | Constants of the motion in lagrangian mechanics | M. Crampin |
| 755-761 | Spin in kink-type field theories | J. G. Williams and P. Zvengrowski |
| 763-773 | Diffraction of long waves by a semi-infinite vertical barrier on a rotating earth | George M. Kapoulitsas |
| 775-793 | Propositional systems and measurements. III. Quasitensorproducts of certain orthomodular lattices | K. -E. Hellwig and D. Krausser |
| 795-812 | Relativistic quantum mechanics of the hydrogen atom as the weak-field limit of a nonlinear theory | Antonio F. Rañada |
| 813-827 | On a class of exact geodesics of the erez-rosen metric | Angelo Armenti |
| 829-835 | Third-order constants of motion in quantum mechanics | S. Datta Majumdar and M. J. Englefield |
| 837-844 | Analysis of weak neutral currents using light-cone algebra | F. N. Ndili and G. C. Chukwumah |
| 845-861 | Geodesics in rotating systems | D. G. Ashworth and P. A. Davies |
| 863-866 | Nonlinear classical theory of electromagnetism | Daniel Pisello |
| 867-874 | A relativity principle in quantum mechanics | Martin Davis |
| 875-894 | Neutrino and antineutrino new data and vectorlike models | F. N. Ndili and G. C. Chukwumah |
| 895-913 | Differential constants of motion for systems of free gravitating particles. I. Newton's theory | M. Enosh and A. Kovetz |
| 915-936 | Higgs fields, curved space, and hadron structure | P. Roman and J. Haavisto |
| 937-963 | The fifteen-parameter conformal group | Jay P. Fillmore |
| 1-4 | Approach to a theory for the masses of the electron, muon, and heavier charged leptons | Gerald Rosen |
| 5-20 | Gravitational radiation in asymptotic de Sitter space | Larry L. Smalley |
| 21-32 | Nuclear and atomic models | Norman D. Cook |
| 33-41 | Another look at scattering theory | Martin Schechter |
| 43-76 | From the classical field with sources to the multipole matrix elements | J. M. Domingos and H. Pascoal |
| 77-79 | Answer to “information flow, causality, and the classical theory of Tachyons” | Erasmo Recami and Matej Pavšič |
| 81-82 | Errata |
| 83-141 | Space-time operators and the incompatibility of quantum mechanics with both finite-dimensional spinor fields and Lagrangian dynamics in the context of special relativity | Robert Alan Coleman |
| 143-147 | Unified field theory with homotopic charge | Daniel M. Pisello |
| 149-151 | Remark on the equations δR2/δgij = 0 | H. A. Buchdahl |
| 153-162 | Relativistic fluids in spherically symmetric space | Dipankar Ray |
| 163-188 | A unified view of particles and fields in a simple model of a physical system | M. García-Sucre |
| 189-199 | Wave optics of the spherical gravitational lens. II. Diffraction of a plane electromagnetic wave by a black hole | E. Herlt and H. Stephani |
| 201-217 | Magnetohydrodynamic kinks in astrophysics | David Finkelstein and Daniel Weil |
| 219-226 | A mathematical model for a set of microsystems | H. Neumann |
| 227-233 | On the nonequivalency of “right” and “left” in the electrodynamics of moving bodies | Karl Drago Stiegler |
| 235-247 | The monopole concept | P. A. M. Dirac |
| 249-265 | Dynamics of electron-monopole system | Yoichi Kazama |
| 267-273 | The spin statistics connection for dyons | R. A. Brandt and J. R. Primack |
| 275-286 | Magnetic monopoles and non-Abelian gauge theories | William J. Marciano |
| 287-292 | Some topological configurations in gauge theories | Y. Nambu |
| 293-299 | Holistic methods | David Finkelstein |
| 301-308 | Monopoles, topology, symmetry | Peter G. O. Freund |
| 309-318 | The equivalence principle according to Mach | Bruno Bertotti and Paul Easthope |
| 319-346 | Differential constants of motion for systems of free gravitating particles. II. General relativity | M. Enosh and A. Kovetz |
| 347-352 | Evidence for a relativistic electron-pair model of nuclear particles | E. J. Sternglass |
| 353-358 | Conformal invariance of Maxwell's equations with magnetic charges | E. Kyriakopoulos |
| 359-368 | A theory of generally invariant lagrangians for the metric fields. I | Demeter Krupka |
| 369-376 | The triviality of continuous multipliers for the real line | Rafael Sorkin |
| 377-386 | Modified supersymmetries | Peter G. Bergmann and Arthur B. Komar |
| 387 | A few properties of a certain class of degenerate space-times | Jerzy K. Kowalczyński and Jerzy F. Plebański |
| 388 | Metric and ricci tensors for a certain class of space-times ofD type | Jerzy K. Kowalczyński and Jerzy F. Plebański |
| 389-504 | Space-time edge geometry | C. T. J. Dodson |
| 505-542 | On algebras, manifolds, and fibre bundles in physics | Yutze Chow |
| 543-548 | On the simultaneous verifiability of yes-no measurements | Wawrzyniec Guz |
| 549-555 | Is active gravitational mass equal to inertial mass? | M. Enosh and A. Kovetz |
| 557-571 | A formal statement of the Einstein-Podolsky-Rosen argument | James H. McGrath |
| 573-584 | First-order invariant Einstein-Cartan variational structures | Michal Horák and Demeter Krupka |
| 585-598 | Wave calculus based upon wave logic | Yu. F. Orlov |
| 599-609 | A theorem on maximum variance | Wolfgang Textor |
| 611-629 | Hypothesis of the fundamental length and quantum electrodynamics | Il-Tong Cheon |
| 631-634 | Long-range scalar field in conformally flat space-time | M. M. Som and N. O. Santos |
| 635-641 | A-entropy for generalized observables | Marian Grabowski |
| 643-649 | Gravitational, electromagnetic, and nuclear theory | David Apsel |
| 651-662 | Tests of gravitational theories using space probes | W. Davidson |
| 663-664 | Light does not tire | George L. Murphy |
| 665-675 | Joint distributions of observables on quantum logics | S. Pulmannová |
| 677-684 | On the generally invariant lagrangians for the metric field and other tensor fields | Jan Novotný |
| 685-707 | The significance of a hidden variable proof and the logical interpretation of quantum mechanics | Donald Hockney |
| 709-718 | Canonical decomposition of the general relativistic initial value problem | Arthur Komar |
| 719-724 | Metrics of static spheroidal charged dust distributions | Subhendu P. Chakravarti and U. K. De |
| 725-743 | Time without clocks—An attempt | G. Karpman |
| 745 | Ninth International Conference on General Relativity and Gravitation |
| 747-852 | Particle order: A new fundamental concept in Hadron physics | George Weissmann |
| 853-929 | Particle order: A new fundamental concept in Hadron Physics | George Weissmann |
| 931-939 | Interaction theory: Relativistic hydrogen atom and the Lamb shift | Solomon L. Schwebel |
| 941-955 | The geometry of generalized quantum logics | Thurlow A. Cook |
| 957-974 | The mathematical foundations of dimensional analysis and the question of fundamental units | Peter Szekeres |
| 975-983 | Thin cylindrical shell of dust under rigid rotation in general relativity | A. Papapetrou, A. Macedo and M. M. Som |
| 985-992 | Fock-type representation of the Lie superalgebraA(0, 1) | T. D. Palev |
| 993-1002 | A new approach to the theory of elementary domains | Toshiyuki Toyoda and Kunio Yasue |
| 1-7 | Projective geometry for polarizations in geometric quantization | P. Campbell and C. T. J. Dodson |
| 9-15 | Projective geometry, Lagrangian subspaces, and twistor theory | P. Campbell |
| 17-21 | Nonlocal structures: Shell effects | Roger E. Clapp |
| 23-40 | Trilocal structures. II. Expansion | Roger E. Clapp, Evelyn W. Mack, Fay Simons and Joseph A. Wolf |
| 41-65 | Energy-nonconserving Planck fluctuations and strong forces | Stephen M. Phillips |
| 67-75 | Rotating frames in special relativity. II. Generalized theory | M. Strauss |
| 77-93 | Spinor structure of space-time | Krystyna Bugajska |
| 95-106 | Geometrical interpretation of spinors | Krystyna Bugajska |
| 107-112 | A note on conformal field equations | A. Z. Jadczyk |
| 113-128 | Physical operations, diagram operations | Gin McCollum |
| 129-150 | Electron self-energy, vacuum polarization, and vertex correction | Il-Tong Cheon |
| 151-154 | Comment on “geodesics in rotating systems” | K. McFarlane and N. C. McGill |
| 155-164 | Gravitational radiation from an isolated system ofN bodies in higher multipole moments | Demetrious D. Dionysiou |
| 165-177 | An application of ideal experiments to quantum mechanical measurement theory | Elihu Lubkin |
| 179-184 | The special-relativistic velocity-addition law and a related functional equation | D. K. Sen |
| 185-191 | On the potentialx2N and the correspondence principle | Richard L. Liboff |
| 193-212 | Geometric quantization and internal symmetry | D. J. R. Lloyd-Evans |
| 213-230 | Time reversal in classical and quantum mechanics | J. M. Domingos |
| 231-232 | Book review | Helmut Biritz |
| 233-238 | A natural one-form for the Schouten concomitant | F. J. Bloore and M. Assimakopoulos |
| 239-243 | Generalization of Gleason's theorem | Thomas Drisch |
| 245-250 | Extended Feynman formula for harmonic oscillator | P. A. Horváthy |
| 251-270 | A new approach to Einstein-Petrov type i spaces | S. B. Edgar |
| 271-277 | Nonlinear diffusion of vacancies in a crystal | Hiroaki Hara, Shigeji Fujita and Ryuzo Watanabe |
| 279-289 | Riemannian curvature and the classification of the Riemann and Ricci tensors in space-time | W. J. Cormack and G. S. Hall |
| 291-293 | Nonlinear lagrangians and Einstein spaces | H. F. Goenner |
| 295-304 | Difference of observability between classical electromagnetic and gravitational gauge fields | M. Asorey and L. J. Boya |
| 305-308 | Is quantized electric charge a purely electromagnetic phenomenon? | Gerald Rosen |
| 309-321 | On the meaning of the canonical ensemble | Rafael Sorkin |
| 323-327 | On the strength of Einstein's unified field equations | George L. Murphy |
| 329-343 | On relativistic electromagnetic fluid flows | G. Prasad |
| 345-358 | Dynamics of discrete-space structure | I. Dadić and K. Pisk |
| 359-369 | Hierarchy of symmetry breakings and neutral currents in anSU(6) grand unification model | Suk Koo Yun |
| 371-396 | Classification of Bianchi cosmologies in conformal flat space-times | Gerald E. Tauber |
| 397-409 | On the theory of high-velocity particles | G. V. Gordeyev |
| 411-418 | Complexified Vaidya's metric | M. A. Silva and M. M. Som |
| 419-424 | Is strong gravity an aspect of strong interaction? | M. N. Mahanta |
| 425-432 | Stability of charged solitons | Ajit Kumar, V. P. Nisichenko and Yu. P. Rybakov |
| 433-444 | A study of solutions to the aesthetic field equations | M. Muraskin |
| 445-488 | On the physical interpretation and the mathematical structure of the combinatorial hierarchy | Ted Bastin, H. Pierre Noyes, John Amson and Clive W. Kilmister |
| 489-518 | Toward explaining why events occur | Philip Pearle |
| 519-600 | Schrödinger's cat | Elihu Lubkin |
| 601-688 | Consistent wave equations for families of massive particles with any spin | Helmut Biritz |
| 689-693 | The gyromagnetic ratio of the electron in a Coulomb field | Luis Vázquez |
| 695-714 | Application of the nonunitary model operator approach to the16O nucleus | S. E. Massen |
| 715-723 | Approximately straight kink theories | C. J. S. Clarke |
| 725-775 | Space-time in a simple model of a physical system | M. García-Sucre |
| 777 | Erratum |
| 779-789 | Kinks and cobordism | P. L. Antonelli and J. G. Williams |
| 791-805 | Spectral properties of products of projections in quantum probability theory | Wulf Rehder |
| 807-818 | Markov process at the velocity of light: The Klein-Gordon statistic | N. Cufaro Petroni and J. P. Vigier |
| 819-834 | Quantum electrodynamics of one scalar particle | Egon Marx |
| 835-844 | Mathematical theory of reduction of physical parameters and similarity analysis | K. L. Chan and W. Y. Chau |
| 845-860 | Broken symmetry of lie groups of transformation generating general relativistic theories of gravitation | Leopold Halpern |
| 861-913 | Stochastic quantization: A review | Kunio Yasue |
| 915-922 | Superposition principle and sectors in quantum logics | S. Pulmannová |
| 923-934 | Hilbert superspaces and Grassmann numbers | J. W. F. Valle |
| 935-944 | Families of completely positive mappings | S. P. Gudder |
| 1-23 | Kinks in general relativity | A. R. Shastri, J. G. Williams and P. Zvengrowski |
| 25-29 | Time-reversed information transmission | Lila L. Gatlin |
| 31-88 | Nonlocal structures: Bilocal photon | Roger E. Clapp |
| 89-98 | Trilocal structures. I. Secular equation | Roger E. Clapp, Evelyn W. Mack, Fay Simons and Joseph A. Wolf |
| 99-126 | New spinor representation of Maxwell's equations. I. Generalities | A. A. Campolattaro |
| 127-138 | New spinor representation of Maxwell's equations. II. Algebraic properties | A. A. Campolattaro |
| 139-161 | Functorial geometric quantization and Van Hove's theorem | Mark J. Gotay |
| 163-168 | Proposed test for a hidden variables theory | Stanley P. Gudder |
| 169-175 | A definition of the gravitational field inside matter | N. K. Kofinti |
| 177-183 | A spherical cavity in an Einstein Universe | N. K. Kofinti |
| 185-187 | Some consequences of the nonlocalizability of space-time events | K. Ruebenbauer |
| 189-209 | The eightfold way to color geometrodynamics | Eckehard W. Mielke |
| 211-215 | Comments on limits of space-times | Franco Bampi and Roberto Cianci |
| 217-219 | Isotropy of the velocity of light | K. Ruebenbauer |
| 221-237 | Quantum logic of sequential events and their objectivistic probabilities | Wulf Rehder |
| 239-250 | Nelson-brown motion: Some question marks | Bogdan Mielnik and Göran Tengstrand |
| 251-304 | Logical foundation of quantum mechanics | E. W. Stachow |
| 305-328 | Charge-field formulation of quantum electrodynamics (QEMED) | Darryl Leiter |
| 329-345 | Causality and the group structure of space-time | A. J. Briginshaw |
| 347-368 | Space-time and spatial geodesies on a rotating sphere | K. McFarlane, N. C. McGill and I. H. McKenna |
| 369-378 | Propositions and orthocomplementation in quantum logic | C. Garola |
| 379-392 | Heavy quark cascade mechanism of tetramuon production by neutrinos in a scale-breaking model | G. C. Chukwumah |
| 393-395 | Six flavors of quarks but only three flavors of leptons | Gerald Rosen |
| 397-404 | Relativistic Feynman-type integrals | Kh. Namsrai |
| 405-414 | Lorentz invariance of gravitational Lagrangians in the space of reference frames | G. Cognola |
| 415-435 | QCD predictions for opposite-sign dimuon production rates in a charged-current inclusive neutrino scattering at high energies | G. C. Chukwumah |
| 437-475 | Geometric model for fundamental particles | E. P. Battey-Pratt and T. J. Racey |
| 477-484 | Dirac mechanics and Landau two-fluid model in4HE II | Jesús Rodríguez-Gómez |
| 485-495 | Application of the maximum algorithm to the lipkin model | Wolfgang Textor |
| 497-498 | Relationship between physical constants and the electron mass | Miklós Zágoni |
| 499-514 | Fundamental principles of quantum theory | Slawomir Bugajski and Pekka J. Lahti |
| 515-521 | Empirical topology: Topologies from partially ordered sets | A. R. Marlow |
| 523-536 | Quantum probability zero-one law for sequential terminal events | Wulf Rehder |
| 537-556 | Quantum interference and the classical limit | J. Anandan |
| 557-560 | Correspondence-principle condition on the Reissner-Nordström solution for charged leptons | Gerald Rosen |
| 561 | Erratum |
| 563-572 | Growth of discontinuities in chemically reacting relativistic fluids | Rishi Ram and H. N. Singh |
| 573-586 | Torsion and related concepts: An introductory overview | Borut Gogala |
| 587-597 | Rotation and acceleration as parallel transport in a space-time with torsion | Borut Gogala |
| 599-604 | Two exact models of charged dust collapse | S. Chatterjee and S. Banerji |
| 605-628 | Nonstationary quantum mechanics. I. Time-irreversible noninstantaneous self-reduction to a stationary state of some quantal wave packets | Nickola Stefanov Todorov |
| 629-634 | Dirac's superposition of pure states extended to the statistical operators | Antonio Zecca |
| 635-643 | Sensitivity of the three-body calculations to different effects | Ahmed Osman |
| 645-674 | Quantum mechanics as relativistic statistics III. A relativistic particle in two-dimensional space-time | Yu. A. Rylov |
| 675-680 | Separability structures and Killing-Yano tensors in vacuum type-D space-times without acceleration | M. Demianski and M. Francaviglia |
| 681-691 | Investigation of the problem of singularities in general relativity | Uma Basu, Indira Addy and Bidyut Kumar Datta |
| 693-712 | Weak circulation theorems as a way of distinguishing between generalized gravitation theories | M. Enosh and A. Kovetz |
| 713-724 | Quark interpretation of the combinatorial hierarchy | Kari Enqvist |
| 725-740 | Nonstationary quantum mechanics. II. On the increase of entropy with time | Nickola Stefanov Todorov |
| 741-744 | Diophantine collinearity and lepton masses | Robert L. Pease |
| 745-757 | On the quantum field theoretic origin of a class of Brans-Dicke scalars | A. Das |
| 759-771 | Relativistic particle mechanics | Andreas Bette |
| 773-788 | Scattering of long waves in a rotating bifurcated channel | George M. Kapoulitsas |
| 789-842 | Uncertainty and complementarity in axiomatic quantum mechanics | Pekka J. Lahti |
| 843-866 | Modal quantum logic and its dialogic foundation | F. J. Burghardt |
| 867-871 | A mathematical electron | Andre Gleyzal |
| 873-876 | Quadratic Lagrangians and the Reissner-Nordström-de Sitter metric | Jarkko A. Leiro |
| 877-888 | Relativistic interactions without fields or potentials | Andreas Bette |
| 889-897 | “Anomalous” refractive index dispersion curves—a relativistic interpretation | Clarence A. Gall |
| 899-903 | Elementary proof of Zeeman's theorem | A. J. Briginshaw |
| 905-923 | Characterization of quantum logics | P. J. Lahti |
| 925-934 | Quantum theoretical physics is statistical and relativistic | Charles Harding |
| 1-12 | Relativistic corrections to the Lagrangian for interacting charged particles | Demetrios D. Dionysiou |
| 13-17 | Complex mass in nonrelativistic quantum mechanics | Antonín Kyselka |
| 19-50 | A dilemma in the physics of gravitational fields | Rafael A. Vera |
| 51-62 | Nonstationary quantum mechanics. III. Quantum mechanics does not incorporate classical physics | Nickola Stefanov Todorov |
| 63-68 | A new derivation for the field of a time-varying charge in Einstein's theory | T. D. Keech and J. F. Corum |
| 69-77 | Strong gravity and the Yukawa field | Usha Raut and K. P. Sinha |
| 79-87 | Ensemble expectations for structures on two-dimensional lattices | William R. Fuller |
| 89-96 | An impossible superposition of electromagnetic waves in general relativity | L. Karlov |
| 97-103 | Antiunitary symmetry operators in quantum mechanics | José F. Cariñena and Mariano Santander |
| 105-119 | Spinors, algebraic geometry, and the classification of second-order symmetric tensors in general relativity | W. J. Cormack and G. S. Hall |
| 121-146 | Trilocal structures. III. Expansion in tree functions | Roger E. Clapp, Evelyn W. Mack, Fay Simons and Joseph A. Wolf |
| 147-169 | Propositional systems in local field theories | Miklós Banai |
| 171-189 | Nuclear spectral energy functions beyond the shell model | George L. Strobel |
| 191-230 | The superposition of the states and the logic approach to quantum mechanics | Antonio Zecca |
| 231-256 | Dual geometric field theory | J. E. Rankin |
| 257-261 | Electromagnetic effects in unified field theory | Li Wang |
| 263-268 | Generalized Borel law and quantum probabilities | S. Bugajski and Z. Motyka |
| 269-289 | Nonstationary quantum mechanics. IV. Nonadiabatic properties of the Schrödinger equation in adiabatic processes | Nickola Stefanov Todorov |
| 291-295 | Escape of photons from an infinite cylinder in Brans-Dicke theory of gravitation | A. Banerjee and D. Bhattacharya |
| 297-309 | General relativistic theory of gravitation exhibiting complete group covariance | Leopold Halpern |
| 311-313 | Book review | Joseph Ford |
| 315-329 | Static perfect fluid in Brans-Dicke theory | A. Banerjee and N. O. Santos |
| 331-338 | Axially symmetric Brans-Dicke-Maxwell solutions | S. Chatterjee |
| 339-348 | Nonstationary quantum mechanics. V. Nonstationary quantum models of scattering | Nickola Stefanov Todorov |
| 349-354 | Conformally flat charged dust | A. Banerjee and M. M. Som |
| 355-363 | Aesthetic fields: A topological particle | M. Muraskin |
| 365-375 | Nonlocal stochastic model for the free scalar field theory | Kh. Namsrai |
| 377-382 | Gravitational field of a sphere composed of concentric shells | A. L. Mehra |
| 383-395 | Expectation and transition probability | Stanley P. Gudder |
| 397-409 | Appearance of a relativistically rotating disk | Keith McFarlane |
| 411-431 | Inertial frames of reference: Mass coupling to space and time | W. Schommers |
| 433-441 | Generalized plane gravitational waves | A. Kellner |
| 443-450 | Determinism in space-time | Folkert Müller-Hoissen |
| 451-456 | On states on the product of logics | V. Maňasová and P. Pták |
| 457-479 | Geometrical derivation of the Klein-Gordon equation | Daniel C. Galehouse |
| 481-489 | Nucleon-nucleon interaction in the three-nucleon system | Ahmed Osman |
| 491-501 | Feynman's relativistic chessboard as an ising model | H. A. Gersch |
| 503-517 | Mathematical foundations of quantum field theory: Fermions, gauge fields, and supersymmetry part I: Lattice field theories | David A. Edwards |
| 519-562 | Trilocal structures. IV. momentum-dependent tree functions | Roger E. Clapp, Evelyn W. Mack, Fay Simons and Joseph A. Wolf |
| 563-617 | Gauge fields with torsion | M. W. Kalinowski |
| 619-643 | Finite-dimensional quantum mechanics | S. Gudder and V. Naroditsky |
| 645-670 | Symmetries and conservation laws for generalized hamiltonian systems | F. Cantrijn and W. Sarlet |
| 671-680 | A generalized field theory. II. Linearized field equations | F. I. Mikhail and M. I. Wanas |
| 681-696 | Interpretation of quantum mechanics as a theory of extended particles | C. K. Raju |
| 697-707 | Rotational symmetry and Dirac's monopole | Péter A. Horváthy |
| 709-722 | Some cylindrical symmetric nonstatic perfect fluid distributions in general relativity with pressure equal to density | S. R. Roy and S. Narain |
| 723-738 | Algebras for flavor quantum numbers | Josip Šoln |
| 739-747 | n-Dimensional representations of the unified field tensor*gλν | Kyung Tae Chung and Tae Sik Han |
| 749-754 | Hierarchical scales and “family” of black holes | Kh. Namsrai |
| 755-773 | Finite-dimensional quantum mechanics of a particle | R. Jagannathan, T. S. Santhanam and R. Vasudevan |
| 775-785 | Spherically symmetric conformally flat distributions of charged dust and zero-mass scalar fields | J. R. Rao and R. T. Singh |
| 787-807 | Space-time trajectories of quantum particles | Daniel C. Galehouse |
| 809-819 | Rigid motions in relativity | J. Martínez Salas and J. M. Gambí Fernández |
| 821-830 | Discrete dynamical equations in Minkowski space | Jerzy Albrycht and Andrzej Marciniak |
| 831-841 | Gravitational vacuum hypothesis and cosmology with variable particle number | K. P. Staniukovich, V. N. Melnikov and K. A. Bronnikov |
| 843-879 | Geometroelectrodynamics | Matti Pitkanen |
| 881-890 | Superrenormalizable quantum electrodynamics inn⩾4 | Jerzy Rayski |
| 891-904 | Prequantization and KMS structures | Gérard G. Emch |
| 905-910 | Completeness of the Alexandrov topology for space-time | K. J. McWilliams |
| 911-919 | Particle motion in Bell-Szekeres space-time | Mustafa Halil |
| 921-956 | Perturbation theory for three-particle Coulomb scattering | J. Zorbas |
| 1-35 | Quantum theory of spin-3/2 field in Einstein spaces | Amitabha Sen |
| 37-53 | The wave logic of consciousness: A hypothesis | Yuri F. Orlov |
| 55-61 | Extended space-time and the interpretation of wave functions | A. I. Macfarlane |
| 63-82 | Nonlinear approach to electrodynamics | R. Righi and G. Venturi |
| 83-103 | Variance and covariance in quantum mechanics and the spreading of position probability | J. E. G. Farina |
| 105-119 | Cylindrically symmetric Zel'dovich fluid distributions in general theory of relativity | G. Mohanty, R. N. Tiwari and J. R. Rao |
| 121-148 | Lorentz transformation on the lattice | R. I. Arshansky |
| 149-150 | Quantum theoretical physics is statistical and relativistic. II | Charles Harding |
| 151-161 | Second-order tangent structures | C. T. J. Dodson and M. S. Radivoiovici |
| 165-175 | Physics and computation | Tommaso Toffoli |
| 177-201 | Quantum mechanical Hamiltonian models of discrete processes that erase their own histories: Application to Turing machines | Paul A. Benioff |
| 203-217 | Minimum energy requirements of information transfer and computing | Hans J. Bremermann |
| 219-253 | Conservative logic | Edward Fredkin and Tommaso Toffoli |
| 255-262 | New computer architectures and their relationship to physics or why computer science is no good | W. Daniel Hillis |
| 263-273 | Communication in computation | Robert W. Keyes |
| 275-282 | Fluctuations and dissipation in an elementary one-bit information Storage System | Madhu S. Gupta |
| 283-297 | Uncertainty principle and minimal energy dissipation in the computer | Rolf Landauer |
| 299-309 | Physical limitations of rate, depth, and minimum energy in information processing | L. B. Levitin |
| 311-326 | Classical and quantum limitations on energy consumption in computation | K. K. Likharev |
| 327-350 | Physics of selective systems: Computation and biology | Jerome Rothstein |
| 351-362 | Finite-dimensional quantum mechanics of a particle. II | R. Jagannathan and T. S. Santhanam |
| 363-367 | Calculation of oscillator strengths for P III, S IV, Cl V, and Ar VI | P. S. Ganas |
| 369-381 | Energy fluctuations of thermodynamic systems: Higher moments | H. A. Buchdahl |
| 383-390 | Mass-energy in static gravitational fields | Cheng-Deng Kuo |
| 391-396 | Equation of geodesic deviation and killing tensors | G. Caviglia, C. Zordan and F. Salmistraro |
| 397-417 | Polygonal-path approximations on the path spaces of quantum-mechanical systems | P. Exner and G. I. Kolerov |
| 419-430 | Linearized solution of isentropic motions of a perfect fluid in general relativity | Indira Addy and Bidyut Kumar Datta |
| 431 | Physics of computation |
| 433-466 | Symbolic dynamics of one-dimensional maps: Entropies, finite precision, and noise | J. P. Crutchfield and N. H. Packard |
| 467-488 | Simulating physics with computers | Richard P. Feynman |
| 489-503 | Quantum sets and clifford algebras | David Finkelstein |
| 505-523 | Deterministic computer physics | Donald Greenspan |
| 525-535 | An informal partial overview of information mechanics | Frederick W. Kantor |
| 537-551 | Cellular Vacuum | Marvin Minsky |
| 553-555 | Noncomputability in models of physical phenomena | Marian Boykan Pour-El and Ian Richards |
| 557-572 | The computer and the universe | John Archibald Wheeler |
| 573-588 | Discrete event models for cell space simulation | Bernard P. Zeigler |
| 589-600 | The computing universe | Konrad Zuse |
| 601 | This special issue is dedicated to paul adrien Maurice Dirac on the occasion of his 80th birthday |
| 603-605 | Pretty mathematics | P. A. M. Dirac |
| 607-632 | Large numbers hypothesis. I. Classical formalism | Peter J. Adams |
| 633-663 | Variable | |
| 665-672 | Large number hypothesis and the matter-dominated universe | Itzhak Goldman |
| 673-683 | Meaning of a varying gravitational constant | S. -H. Hsieh |
| 685-702 | Gauge invariance and the dirac equation | Donald H. Kobe |
| 703-753 | Scalar and neutrino fields in the Gödel universe | D. A. Leahy |
| 755-756 | This special issue is dedicated to Paul Adrien Maurice Dirac on the occasion of his 80th birthday | A. R. Marlow |
| 757-763 | Semiclassical expanding discrete space-times | Wesley K. Cobb and Larry L. Smalley |
| 765-790 | Electrodynamics: A consequence of nonlinear realizations of the Lorentz group | Bill Dalton |
| 791-802 | Generalizations of gravitational theory based on group covariance | Leopold Halpern |
| 803-828 | Quantum mechanics and geometric analysis on manifolds | Robert Hermann |
| 829-836 | Wave equation of symmetry constrained Dirac particles | Jaime Keller |
| 837-849 | Relativity from quantum theory | A. R. Marlow |
| 851-869 | Covariant chronogeometry and extreme distances. III. Macro-micro relations | I. E. Segal |
| 871-902 | Relativity and quantum mechanics | Hüseyin Yilmaz |
| 903 | Physics of Computation | |
| 905-940 | The thermodynamics of computation—a review | Charles H. Bennett |
| 941-954 | Gödel's theorem and information | Gregory J. Chaitin |
| 955-960 | Magnetic-bubble conservative logic | Hsu Chang |
| 961-971 | Causal nets or what is a deterministic computation? | Péter Gács and Leonid A. Levin |
| 973-978 | Symbolic space determinations on physical limitations | Panos A. Ligomenides |
| 979-992 | State-transition structures in physics and in computation | C. A. Petri |
| 993-1005 | Modular implementation of concurrency | Lutz Priese |
| 1007-1015 | Some remarks about the “efficiency” of polyautomata | R. Vollmar |
| 1-18 | Geometric quantization in the presence of an electromagnetic field | V. Aldaya and J. A. de Azcárraga |
| 19-28 | Classical approach to quantum theory | Jack Cohn |
| 29-53 | Second quantization, projective modules, and local gauge invariance | S. A. Selesnick |
| 55-66 | Quantization and meaning of observables linear in momentum | Keith McFarlane and Kay-Kong Wan |
| 67-72 | Principle of equivalence and electromagnetism | B. Léauté and B. Linet |
| 73-82 | Modified Robertson-Walker metric and matter-antimatter asymmetry | L. Corsiglia |
| 83-86 | Growth of discontinuities in relativistic fluids | V. D. Sharma |
| 87-92 | Large-scale structure of isotropic homogeneous turbulence | Gerald Rosen |
| 93 | Nonlinear approach to electrodynamics | R. Righi and G. Venturi |
| 93 | Discrete dynamical equations in minkowski space | Jerzy Albrycht and Andrzej Marciniak |
| 95 | Announcement |
| 97-106 | Affine Maczyński logics on compact convex sets of states | J. Pykacz |
| 107-130 | Calculus on complex Banach spaces | J. Pian and C. S. Sharma |
| 131-192 | Electromagnetic and weak interactions in stochastic space-time: A review | Kh. Namsrai and M. Dineykhan |
| 193-206 | Induced decay of positronium and grasers | Daniel M. Heffernan and Richard L. Liboff |
| 207-208 | Minimization principle for the unit of electric charge | Gerald Rosen |
| 209-217 | Conformally invariant gravitational waves in a modified gravitational theory | S. N. Pandey |
| 219-235 | Hamilton-Jacobi expansion of the scattering amplitude | Alton C. Williams |
| 237-241 | Conformally flat null electromagnetic field | M. M. Som, M. P. Martins and A. Banerjee |
| 243-249 | Sphere emitting charged null fluid in Einstein's universe | S. C. Thaker and L. K. Patel |
| 251-260 | Conformally flat space-times of locally constant connection. I | B. H. Voorhees |
| 261-266 | Conformally flat spaces of locally constant connection. II | B. H. Voorhees |
| 267-291 | Coherence and incompatability inWu* -algebraic quantum theory | Guido A. Raggio and Alfred Rieckers |
| 293-314 | Relativistic quantum logic | Peter Mittelstaedt |
| 315-321 | Decoupling theorem of quantum field theory in Minkowski space | Edward B. Manoukian |
| 323-328 | Does the electromagnetic mass of an electron depend on where it is? | P. W. Milonni |
| 329-340 | Reflections on quantum logic | B. Z. Moroz |
| 341-353 | Coulomb forces in the three-body problem with application to direct nuclear reactions | Ahmed Osman |
| 355-357 | Dirac-Schwinger commutation relations on a lattice | Asher Peres |
| 359-361 | Localizability and coupling constants | Andrés J. Kálnay |
| 363-368 | Viscous fluid in static spherically symmetric space-time | S. R. Maiti |
| 369-376 | Minimal number of operators for observability ofN-level quantum systems | A. Jamiołkowski |
| 377-384 | Bell's theorem and backwards-in-time causality | Roderick I. Sutherland |
| 385-396 | Vanishing of the cosmological constant in non-Abelian Kaluza-Klein theories | M. W. Kalinowski |
| 397-420 | Geometric dequantization and the correspondence problem | Gérard G. Emch |
| 421-436 | Large numbers hypothesis. II. Electromagnetic radiation | Peter J. Adams |
| 437-460 | Large numbers hypothesis. III. Kinetic theory, statistical physics, and thermodynamics | Peter J. Adams |
| 461-467 | Large numbers hypothesis. IV. The cosmological constant and quantum physics | Peter J. Adams |
| 469-476 | Algebraic determination of the metric from the curvature in general relativity | G. S. Hall and C. B. G. McIntosh |
| 477-483 | Protational monopoles, non-Riemannian geometry, and quasars | George L. Murphy |
| 485-515 | Vertex calculation for a composite particle | Andrea Raspini |
| 517-540 | Analysis of the Einstein-Podolsky-Rosen experiment by relativistic quantum logic | P. Mittelstaedt and E. W. Stachow |
| 541-555 | Electrostatics of the point dipole and higher multipoles | E. G. Peter Rowe and C. Trout |
| 557-574 | Harmonic analysis on the space-time gauge continuum | David D. Bleecker |
| 575-651 | Topological geometrodynamics | Matti Juhani Pitkänen |
| 653-675 | Fractional angular momentum, fractional charge, and oscillators | Elihu Lubkin |
| 677-689 | Finite quantum field theory and neutrinodynamics | Pratul Bandyopadhyay, Brahmananda Bhattacharya and Harish Sarkar |
| 691-722 | Elementary particle states based on the Clifford algebraC7 | S. A. Basri and A. O. Barut |
| 723-752 | Classical and quantal Einstein relativistic two-particle systems | T. Aaberge |
| 753-779 | Computational complementarity | David Finkelstein and Shlomit Ritz Finkelstein |
| 781-802 | Causality between preparation and registration processes in relativistic quantum theory | Holger Neumann and Reinhard Werner |
| 803-820 | Reformulating classical and quantum mechanics in terms of a unified set of consistency conditions | Robert F. Bordley |
| 821-827 | “Optical appearance” of a rolling ring | Ø. GrØn |
| 829-836 | Logicoalgebraic approach to Lagrangian systems | F. Barone and R. Grassini |
| 837-850 | Coupling of quantum logics | S. Pulmannovà |
| 851-865 | Extension of relativistic kinematics | T. Aaberge |
| 867-871 | Compatibility of a closed singular universe with present observational data | A. G. Agnese and M. La Camera |
| 873-885 | Transformations between inertial and linearly accelerated frames of reference | D. G. Ashworth |
| 887-893 | Field equations of the gauge theory of gravitation originate from a quadratic Lagrangian with torsion | Borut Gogala |
| 895-898 | Quark masses | S. R. Maity, S. N. Das and S. K. Sarkar |
| 899-909 | Classical Lorentz-invariant theory of systems with self-action: Lagrangian formulation | Yu. B. Movsesyantz |
| 911-929 | Hilbertian quantum theory as the theory of complementarity | Pekka J. Lahti |
| 931-946 | Inverse problem in classical mechanics: Dissipative systems | R. de Ritis, G. Marmo, G. Platania and P. Scudellaro |
| 947-970 | A finite-dimensional quark model | Stanley P. Gudder |
| 971-979 | Geodesic focusing and space-time topology | Kjell Rosquist |
| 981-996 | Homotopy construction of a spinor wave functional | P. L. Antonelli and J. G. Williams |
| 997-1021 | Production of charged multileptons in¯pp collisions | G. C. Chukwumah |
| 1023-1036 | Quantum conformal fluctuations and stationary states | T. Padmanabhan |
| 1037-1049 | Search for elementary quantum statistics | Carlos A. González-Bernardo and Andrés J. Kálnay |
| 1051-1065 | Dynamical symmetries of the Geodesic equation | Giacomo Caviglia |
| 1067-1089 | Physical constants as cosmological constraints | Saul -Paul Sirag |
| 1091-1104 | A quantitative occam's razor | Rafael Sorkin |
| 1105-1121 | Finite-dimensional quantum mechanics of a particle. III. The Weylian quantum mechanics of confined quarks | R. Jagannathan |
| 1123-1127 | Axially symmetric solutions in general scalar-tensor theory | S. Chatterjee and A. Banerjee |
| 1129-1139 | Statistical interpretation of the Planck constant and the uncertainty relation | H. Ioannidou |
| 1141-1152 | Quantum mechanics and the local observer | Yvon Gauthier |
| 1-14 | Group contraction and the nine Cayley-Klein geometries | M. A. Fernández Sanjuan |
| 15-25 | Three-body model for stripping nuclear reactions | Ahmed Osman |
| 27-60 | Critical comments on the discussion about tachyonic causal paradoxes and on the concept of superluminal reference frame | Jerzy Klemens Kowalczyński |
| 61-66 | Group fields, gravity, and angular momentum | J. G. Williams and David Finkelstein |
| 67-97 | Sheaf models and massless fields | Richard Jozsa |
| 99-124 | New approach to perturbation theory of many-particle systems | C. J. Lambert and W. E. Hagston |
| 125-129 | Maximal indecomposable past sets and event horizons | Andrzej Królak |
| 131-146 | Spinor fields in non-abelian Klein-Kaluza theories | M. W. Kalinowski |
| 147-156 | Quantum mechanics as a stochastic process with aU(1) degree of freedom | B. Rosenstein |
| 157-184 | Foundations of phase-space quantum mechanics | W. Guz |
| 185-194 | Lorentz invariance, approach to helicity, and gauge transformations for Spin-1 | Tino Ahrens |
| 195 | Relativistic corrections to the Lagrangian for interacting charged particles | Demetrios D. Dionysiou |
| 195 | Relativity and quantum mechanics | Hüseyin Yilmaz |
| 197-216 | Geometry of theSU3 group | Jerome Epstein and E. L. Schucking |
| 217-226 | Quantum logics derived from asymmetric Mielnik forms | Platon C. Deliyannis |
| 227-232 | Classical limit of a relativistic quantum system | Hans H. Grelland |
| 233-249 | Third quantization formalism for Hamiltonian cosmologies | N. Caderni and M. Martellini |
| 251-294 | Polarized electron scattering on spin zero and polarized spin-1/2 targets: Deep inelastic scattering, elastic electron-muon scattering, and elastic electron-nucleon scattering | Theodore Garavaglia |
| 295-300 | Are Goldstone neutrinos responsible for the solar neutrino puzzle? | A. Das |
| 301-323 | Complete Gauge theory for the whole Poincaré group | R. Aldrovandi and E. Stédile |
| 325-333 | Conditional stability of multiple-charged solitons | Yu. P. Rybakov and S. Chakrabarti |
| 335-350 | Scattering of Klein-Gordon and Maxwell waves by an Ellis geometry | Gérard Clément |
| 351-358 | Bound states of a gravitational soliton and a test particle | Gérard Clément |
| 359-393 | Eight-dimensional spinor representation of the Poincaré group | G. H. Derrick |
| 395-406 | The preferred null symmetries of a null electromagnetic field interacting with a null free gravitational field | L. Radhakrishna and S. P. Gumaste |
| 407-415 | Inadequacy of hydrodynamical theories of the Aharonov-Bohm effect | A. Joseph Zuchelli |
| 417-423 | Infinite conductivity and perfect diamagnetism in type-I superconductors | G. Papini |
| 425-439 | Segal's mechanism for the red shift and its physical bases | Jan Tarski |
| 441-448 | Application of Schiff's rotating-frame electrodynamics | Ø. Grøn |
| 449-459 | Sigma model for Ernst equation: Lax representation, Bäcklund transformation and divergence-free currents | E. V. Doktorov and A. N. Tarakanov |
| 461-467 | Conserved quantities, invariant forms, and dynamical symmetries | Giacomo Caviglia |
| 469-474 | Particle production by charges in condensed matter | Miroslav Pardy |
| 475-496 | Canonical quantization of 1+1 dimensional gravity | Tom Banks and Leonard Susskind |
| 497-498 | Reflections on quantum logic | B. Z. Moroz |
| 499-534 | Trilocal structures. V. Wave equations | Roger E. Clapp, Evelyn W. Mack, Fay Simons and Joseph A. Wolf |
| 535-566 | Electrodynamical origins of Einstein's theory of general relativity | F. R. Hickman |
| 567-568 | Feynman's formula for a harmonic oscillator | I. H. Dura |
| 569-574 | Gravitation as an averaged theory | M. N. Mahanta |
| 575-583 | Generalization of Lagrangian dynamics | B. V. Pomorišac |
| 585-627 | Stochastic interpretations of nonrelativistic quantum theory | B. H. Lavenda and E. Santamato |
| 629-641 | Tensor product of generalized sample spaces | Patricia F. Lock and Robin H. Lock |
| 643-674 | Introduction to Majorana masses | Philip D. Mannheim |
| 675 | Guest editor's introduction for the Second New Orleans Conference on Quantum Theory and Gravitation, Loyola University, New Orleans, May, 1983 | A. R. Marlow |
| 677-681 | The future of atomic physics | P. A. M. Dirac |
| 683-699 | Rotational splitting of global solar oscillations and its relevance to tests of general relativity | Henry A. Hill |
| 701-711 | “Time” replaced by quantum correlations | William K. Wootters |
| 713-723 | Quantum effects, inflationary model, and observable universe | Marek Demianski |
| 725-733 | Can inflation explain the second law of thermodynamics? | Don N. Page |
| 735-750 | Physics from theG-bundle viewpoint | David D. Bleecker |
| 751-769 | New connection between spinors and geometry | Bill Dalton |
| 771-775 | An algebraic approach to quantum field theory and commutation relations for energy momentum in the framework of general relativity | Joseph I. Goldman |
| 777-781 | Geometric quantization in many-body physics | George Rosensteel |
| 783-799 | Relativistic quantum mechanics over stochastic phase space | J. A. Brooke |
| 801-815 | The geometry of grand unification | Thomas R. Love |
| 817-837 | Space-time dual geometry theory of elementary particles and their interaction fields | Jaime Keller |
| 839-842 | Quantum geometry from coordinate transformations relating quantum observers | Dave Pandres |
| 843-862 | A geometrical theory of spin motion | Leopold Halpern |
| 863-886 | Relativistic physics from quantum theory | A. R. Marlow |
| 887-894 | The quantum pentacle | David Finkelstein and Ernesto Rodriguez |
| 895-928 | Grassmann-Cartan algebra and Klein-Gordon equations | Jerzy F. Plebański |
| 929-940 | Nondeterminism can be causal | Michael J. Manthey |
| 941-947 | Charge-magnetic-dipole bound states using the Klein-Gordon equation | G. Bruce Mainland and David M. Scott |
| 949-985 | Operator-valued connections, Lie connections, and Gauge field theory | Dominic G. B. Edelen |
| 987-990 | The Hypothesis of theV−A fermion current dominance and neutral current interactions | Josip Šoln |
| 991-999 | Scattering of a Klein-Gordon particle by a black hole | N. K. Kofinti |
| 1001-1008 | Riemann curvature tensor in nonholonomic coordinates and non-Riemannian space-times | Larry L. Smalley |
| 1009-1024 | Gravitation and irreversibility | Alexander Neacsu |
| 1025-1027 | Requiem for the Born-Infeld electron | George L. Murphy |
| 1029-1030 | Statistical theory & random matrices |
| 1031-1041 | Space-time structure near particles and its influence on particle behavior | Kh. Namsrai |
| 1043-1063 | Quantum relativity theory and quantum space-time | Miklós Banai |
| 1065-1098 | Relativity of topology and dynamics | David Finkelstein and Ernesto Rodriguez |
| 1099-1104 | Extended feynman formula for forced harmonic oscillator | Bin Kang Cheng |
| 1105-1127 | Calculation of the propagator for a time-dependent damped, forced harmonic oscillator using the Schwinger action principle | Luis F. Urrutia and Eduardo Hernández |
| 1129-1139 | Power counting and regularization through loop integrations for multiple Feynman integrals in Minkowski space | Edward B. Manoukian |
| 1141-1169 | Scattering theory, cross sections, and the lattice of propositions | J. E. G. Farina |
| 1171-1196 | Modalities and quantum mechanics | F. J. Burghardt |
| 1197-1205 | Hadron physics and transfinite set theory | B. W. Augenstein |
| 1207-1219 | Alternative models of the real number line in physics | D. K. Ross |
| 1-41 | Quantum theory as a universal physical theory | David Deutsch |
| 43-53 | Connections among quantum logics. Part 1. Quantum propositional logics | Patricia F. Lock and Gary M. Hardegree |
| 55-61 | Connections among quantum logics. Part 2. Quantum event logics | Patricia F. Lock and Gary M. Hardegree |
| 63-92 | Indeterminacy relations and simultaneous measurements in quantum theory | Paul Busch |
| 93-97 | Identity for harmonic oscillator brackets | K. Srinivasa Rao |
| 99-107 | Mach's principle. Part 1. Initial state of the universe the universe | Boris L. Altshuler |
| 109-118 | Mach's principle. Part 2. Realization of Dirac's hypothesis in Brans-Dicke theory with cosmological term | Boris L. Altshuler |
| 119-134 | Entropy and irreversibility for a single isolated two level system: New individual quantum states and new nonlinear equation of motion | Gian Paolo Beretta |
| 135-140 | On some definition of physical state | Andrzej Posiewnik |
| 141-154 | Cohomology, central extensions, and (dynamical) groups | V. Aldaya and J. A. Azcárraga |
| 155-174 | Particle masses, force constants, and Spin(8) | Frank D. (Tony) Smith |
| 175-178 | Von neumann entropy as information rate | John F. Cyranski |
| 179-192 | Adiabatic approximation forW* quantum systems with particles of massm,M as (m/M)1/2→0 | Hans H. Grelland |
| 193-200 | Category theoretical construction of the figure of states | Andrzej Posiewnik |
| 201-216 | Calculation of the strong coupling, αs, from considerations of virtual synchrotron radiation resulting in hadron pair emission | D. White |
| 217-221 | Scalar charged particle in the Lorentz gauge | Egon Marx |
| 223-236 | Transformations in special relativity | Louis H. Kauffman |
| 237-253 | Continuous symmetries of three-dimensional diffusion equations | W. -H. Steeb |
| 255-265 | Similarity solutions of the Euler equation and the Navier-Stokes equation in two space dimensions | A. Grauel and W. -H. Steeb |
| 267-275 | Stationary solutions in three-dimensional general relativity | Gérard Clément |
| 277-327 | Stochastic dynamics: A review of stochastic calculus of variations | J. C. Zambrini |
| 329-341 | Ultimate stochastic entities | David W. Cohen and James Henle |
| 343-353 | Amplitude phase-space model for quantum mechanics | Stanley P. Gudder |
| 355-366 | Reproducing kernel Hilbert spaces and optimal state description of hadron-hadron scattering | D. B. Ion and H. Scutaru |
| 367-375 | Five-dimensional null-cone structure of big bang singularity | S. Lauro and E. L. Schucking |
| 377-390 | Helmholtz conditions, covariance, and invariance identities | Giacomo Caviglia |
| 391-400 | The development of ideas in twistor theory | S. A. Huggett |
| 401-406 | Dual electromagnetism and magnetic monopoles | Josip Šoln |
| 407-422 | Identical particles and the simplicial category | G. V. Khatcherian |
| 423-433 | Embedding of posets into lattices in quantum logic | Claudio Garola |
| 435-440 | Logicoalgebraic foundations of contact mechanics | F. Barone and R. Grassini |
| 441-455 | Quantum statistics in a simple model of space-time | M. García-Sucre |
| 457-465 | Perturbed characteristic functions, II second-order perturbation | H. A. Buchdahl |
| 467-479 | Orbital equations in a weak gravitational field | J. M. Gambi |
| 481-493 | Fuzzy σ algebras of physics | W. Guz |
| 495-503 | Toward a universal Lagrangian | Jacek M. Rayski |
| 505-531 | Approximate weinberg mixing | Philip D. Mannheim |
| 533-556 | Nonlinear diffusion and Nelson-Brown movement | Andrzej Trzesowski and Romuald Kotowski |
| 557-569 | Stochastic processes of a quantum state | M. T. Jaekel and D. Pignon |
| 571-577 | New exact solutions of the Yang-Mills field equations | Kh. Huleihil |
| 579-613 | Isomorphic shell model for closed-shell nuclei | G. S. Anagnostatos |
| 615-631 | Massless and massive quanta resulting from a mediumlike metric tensor | Josip Šoln |
| 633-637 | Prolongation structure of a new integrable system | A. Roy Chowdhury and S. Paul |
| 639-651 | A generalized field theory | M. I. Wanas |
| 653-657 | Transverse waves in a relativistic rigid body | L. Bento |
| 659-673 | Direct gauging of the Poincaré group | Dominic G. B. Edelen |
| 675-683 | SL(2,C) gravitational conserved current and Noether's theorem | N. Nissani |
| 685-700 | The composite electron | Egon Marx |
| 701-705 | The structure of the nucleon | M. Sekine |
| 707-721 | Finite-dimensional relativistic quantum mechanics | Stanley P. Gudder |
| 723-730 | Geometrical interpretation of Inönü-Wigner contractions | Eric A. Lord |
| 731-739 | Isotropic coordinates and Schwarzschild metric | H. A. Buchdahl |
| 741-773 | Quantized space-time and consequences | Kh. Namsrai |
| 775-821 | Topological geometrodynamics. I. Basic theoretical framework | Matti Pitkänen |
| 823-871 | Topological geometrodynamics. II. Semiclassical theory | Matti Pitkänen |
| 873-876 | Cosmic numbers and quantum theory | Jan Tarski |
| 877-900 | Dirac's large numbers hypothesis in Einstein's theory of gravitation | Ronald Gautreau |
| 901-949 | Perturbative QED and QCD at finite temperatures and densities | T. Toimela |
| 951-955 | Lattice operations between observables in axiomatic quantum mechanics | D. Dorninger |
| 957-969 | Program of quantization of nonlinear theories | M. W. Kalinowski |
| 971-981 | SO(5, 1) dynamical symmetry for electron Zitterbewegung | S. A. Bruce and P. C. Minning |
| 983-986 | Saalschutzians and Racah coefficients | K. Srinivasa Rao and V. Rajeswari |
| 987-1000 | Geometrical aspects of magnetic monopoles | Pratul Bandyopadhyay and Sisir Roy |
| 1001-1008 | Effect of magnetic field on nonlinear interactions of electromagnetic and surface waves in a plasma layer | Sh. M. Khalil, N. M. El-Siragy, I. A. El-Naggar and R. N. El-Sherif |
| 1009-1017 | Inhomogeneous cosmologies: The cosmic peeling-off property of gravity | M. Carmeli and A. Feinstein |
| 1019-1050 | Wave equation for a magnetic monopole | Georges Lochak |
| 1051-1080 | Fundamental principles of quantum theory. II. From a convexity scheme to the DHB theory | Pekka J. Lahti and Slawomir Bugajski |
| 1081-1089 | Extended class of metric tensors in relativity | Colber G. Oliveira |
| 1091-1111 | Direct gauging of the Poincaré group. II | Dominic G. B. Edelen |
| 1113-1131 | Banach spaces of weights on quasimanuals | Thurlow A. Cook |
| 1133-1141 | Direct gauging of the poincaré group. III. Interactions with internal symmetries | Dominic G. B. Edelen |
| 1143-1157 | Uncontrollable computational growth in theoretical physics | R. Cuykendall |
| 1159-1164 | Static planar domain wall in general relativity with a cosmological constant | B. Linet |
| 1165-1172 | The energy-momentum tensor in Yang-Mills field theory and its uniqueness | Ricardo J. Noriega and Claudio G. Schifini |
| 1173-1190 | Direct gauging of the Poincaré group. IV. Curvature, holonomy, spin, and gravity | Dominic G. B. Edelen |
| 1191-1195 | Duality-invariant orthogonality relation between the magnetic monopole and associated quark charges | Gerald Rosen |
| 1197-1215 | Quantized space-time, torsion, and magnetic monopoles | M. Dineykhan and Kh. Namsrai |
| 1217-1231 | Reproducing kernel Hilbert spaces and extremal problems for scattering of particles with arbitrary spins | D. B. Ion |
| 1233-1258 | Effect of irreversible atomic relaxation on resonance fluorescence, absorption, and stimulated emission | Gian Paolo Beretta |
| 1-6 | An estimation of the fine structure constant using fiber bundles | D. K. Ross |
| 7-54 | Topological geometrodynamics. III. Quantum theory | Matti Pitkänen |
| 55-65 | Space-time groups for the lattice | Miguel Lorente |
| 67-74 | Kronecker products of matrices and an application to Fermi systems | C. M. Villet and W. -H. Steeb |
| 75-88 | Propagator for the anisotropic three-dimensional charged harmonic oscillator in a constant magnetic field using the Schwinger action principle | L. F. Urrutia and C. Manterola |
| 89-94 | Rotational relativity theory | M. Carmeli |
| 95-111 | Asymptotic thermodynamic criteria for the persistency of metastable states | B. H. Lavenda and C. Cardella |
| 113-115 | Book reviews | Joseph Ford |
| 117-138 | Toward finite quantum field theories | S. Rajpoot and J. G. Taylor |
| 139-146 | Composite variational principles, added variables, and constants of motion | Giacomo Caviglia |
| 147-158 | Exact solutions for stimulated emissions by external sources | Edward B. Manoukian |
| 159-174 | Feynman path integrals in the young double-slit experiment | H. Yabuki |
| 175-193 | Relativistic orbital perturbations in a weak gravitational field | J. M. Gambi and A. San Miguel |
| 195-198 | Cosmic lorentz transformation | M. Carmeli |
| 199-205 | Almost periodic solutions to SO(2,1)σ-model field theory | A. Roy Chowdhury and Shankar Basak |
| 207-213 | Variational approach to the Hamiltonian structure of a new hierarchy of nonlinear equations | A. Roy Chowdhury and Swapna Roy |
| 215-238 | Quantum gravity and the statistical interpretation of quantum mechanics | Lee Smolin |
| 239-246 | Constructive description of the compact set of states | A. Posiewnik and J. Pykacz |
| 247-253 | Rishon constituents of higher-generation leptons and a global conservation law | S. N. Das |
| 255-271 | Toward a comprehensive theory for He II. I. A zero-temperature hybrid approach | H. B. Ghassib and A. M. Khudeir |
| 273-291 | Toward a comprehensive theory for He II. II. A temperature-dependent field-theoretic approach | J. Chela-Flores and H. B. Ghassib |
| 293-317 | Cosmology with time-varyingG | Antonio Alfonso-Faus |
| 319-326 | Lie-Backlund vector fields for the nonlinear system,Qt=AQxx+F(Qx, Q) | A. Roy Chowdhury and Shibani Sen |
| 327-345 | Kaluza, Klein, confinement, and nuclear forces | M. W. Kalinowski |
| 347-353 | ISO(3, 1) gauge theory of gravity | Shao Changgui and Xu Bangqing |
| 355-403 | Spin(8) gauge field theory | Frank D. (Tony) Smith |
| 405-423 | Physical structure of the energy-momentum tensor in General Relativity | G. S. Hall and D. A. Negm |
| 425-433 | New approach to Einstein-Petrov type I spaces. II. A classification scheme | S. B. Edgar |
| 435-439 | What is an elementary physical object? A system-theoretic approach | L. Szabó |
| 441-463 | Hyperspin manifolds | David Finkelstein, Shlomit Ritz Finkelstein and Christian Holm |
| 465 | Introduction to the Third Loyola conference on Quantum Theory and Gravitation | A. R. Marlow |
| 467-476 | Some problems of our natural sciences | E. P. Wigner |
| 477-492 | Quantum theory of fields and origin of gravity | Erast B. Gliner |
| 493-507 | Gauge group of gravity, spinors, and anomalies | R. Percacci |
| 509-525 | Scalar manifolds and Jordan pairs in supergravity | P. Truini |
| 527-544 | Quantum de Sitter fiber bundle interpretation of hadron extension | R. R. Aldinger |
| 545-552 | Why is the universe so large? | Don N. Page |
| 553-559 | Symplectic manifolds, coadjoint orbits, and mean field theory | George Rosensteel |
| 561-571 | Quantum theoretical origin of spacetime structure | A. R. Marlow |
| 573-580 | Boundary of a boundary principle and geometric structure of field theories | Arkady Kheyfets and John A. Wheeler |
| 581-588 | Curvature calculations with spacetime algebra | David Hestenes |
| 589-598 | Spinor approach to gravitational motion and precession | David Hestenes |
| 599-616 | Equivalence of the degrees of freedom in a unified gravitational theory | Leopold Halpern |
| 617-661 | Cosmological limits on computation | Frank J. Tipler |
| 779-806 | Generalization of the Dirac equation admitting isospin and color symmetries | Jaime Keller |
| 807-824 | Quantum graphics | Stanley Gudder |
| 825-827 | Uncertainty principle limits on the cosmological constant | C. Sivaram |
| 829-862 | Superposition and quantum mechanics | Jack Cohn |
| 863-875 | Critical investigation of Jauch's approach to the quantum theory of measurement | Fedor Herbut |
| 877-881 | Non-time-orientable lorentzian cobordism allows for pair creation | Rafael D. Sorkin |
| 883-890 | Linear perturbations of gauge fields | G. F. Torres del Castillo |
| 891-895 | Dynamical transformations and information systems | Andrzej Posiewnik |
| 897-904 | New look at the large numbers | Thomas Görnitz |
| 905 | Response to Kowalczyński about tachyons | Erasmo Recami |
| 907-938 | Toward a quantitative theory of self-generated complexity | Peter Grassberger |
| 939-944 | Characterization of projection lattices of hilbert spaces | Horst H. Szambien |
| 945-957 | SU(2,2¦N) · 〈N′〉 superunified theory | Shao Changgui, Xu Bangqing and Guo Youzhong |
| 959-971 | Analytic structure of gauge fields | J. T. Anderson |
| 973-1033 | Quantum topological geometrodynamics | Matti Pitkänen |
| 1035-1074 | Quantum space-time and gravitational consequences | Kh. Namsrai |
| 1075-1094 | New framework for the Feynman path integral | b. M. Z. Shaharir |
| 1095-1104 | Subsidiary conditions of the general Gel'fand-Yaglom wave equation based on the representation (1/2,3/2)⊕(−1/2,3/2)⊕(1/2,5/2)⊕(−1/2,5/2)⊕ (1/2,3/2)⊕(−1/2,3/2) | C. G. Koutroulos |
| 1105-1116 | SU(2)L×SU(2)R×U(1) gauge model | Chandra Raju |
| 1117-1124 | Generalization of Maeda's theorem | Anatolij Dvurečenskij |
| 1125-1137 | Hadron fields from anisotropie space and their interaction | S. S. De |
| 1139-1153 | Some harmonic maps on pseudo-Riemannian manifolds | A. P. Whitman, R. J. Knill and W. R. Stoeger |
| 1155-1162 | Conditional probability on a quantum logic | Olga Nánásiová |
| 1163-1173 | Physical consequences of quantized fiber-bundled space | M. Dineykhan |
| 1175-1179 | Vacuum expectation values of the energy-momentum tensor in two dimensions | Waldemar Biernacki and Andrzej Królak |
| 1181-1191 | Boson representations of symplectic algebras | A. I. Georgieva, M. I. Ivanov, P. P. Raychev and R. P. Roussev |
| 1193-1208 | Boson-fermion duality in four dimensions: Comments on the paper of luther and schotte | Piotr Garbaczewski |
| 1209-1213 | Christoffel formula and geodesic motion in hyperspin manifolds | Christian Holm |
| 1215-1227 | Separability in distant Jauch-type hybrid macrostates of a quantum and a classical system | Fedor Herbut |
| 1229-1233 | Big bang as the collapse of an ordered spin system | Carl Wolf |
| 1235-1255 | Orthogonal harmonic polynomials onU(2) | E. Donth and O. Lange |
| 1257-1279 | Scaling ands-channel helicity conservation via optimal state description of hadron-hadron scattering | D. B. Ion |
| 1281-1294 | Magnetic monopole interactions: Shell structure of meson and baryon states | David Akers |
| 1295-1298 | Variable-G cosmology and creation | Aroonkumar Beesham |
| 109-129 | Coherent quantum logic | David Finkelstein |
| 131-139 | Non-Hermitian operators, localization problem, and the conservation of fermion number | Pratul Bandyopadhyay |
| 141-149 | Stimulated emission by external sources in quantum field theory | Edward B. Manoukian |
| 151-174 | Weak Riemannian structures on gauge-group orbits | Vittorio Berzi and Marco Reni |
| 175-187 | Viscous fluid universe interacting with scalar field | Koijam Manihar Singh and K. S. Bhamra |
| 189-197 | Electrodynamics from a metric | R. G. Beil |
| 199-219 | Tensor products and probability weights | M. Kläy, C. Randall and D. Foulis |
| 221-238 | Methodological imperfection and formalizations of scientific activity | George Svetlichny |
| 239-245 | Physical experiments and computation | Andrzej Posiewnik |
| 247-273 | Tensor analysis and curvature in quantum space-time | Kh. Namsrai |
| 275-293 | Probability space of wave functions | Silviu Guiasu |
| 295-305 | New look at Gleason's theorem for signed measures | Anatolij Dvurečenskij |
| 307-309 | Dynamical algebra of invariants of integra-differential equations of quantum theory | K. A. Rustamov |
| 311-333 | Geometry of crystal structure with defects. I. Euclidean picture | Andrzej Trzesowski |
| 335-355 | Geometry of crystal structure with defects. II. Non-Euclidean picture | Andrzej Trzesowski |
| 357-363 | Similarity solution and lie symmetry for a coupled nonlinear system | A. Roy Chowdhury, Arun Ghose and Minati Naskar |
| 365-374 | Group-theoretic approach to the conservation laws of the KP equation in lagrangian and Hamiltonian formalism | A. Roy Chowdhury and Swapna Roy |
| 375-385 | Nonlinear wave equations, covariant exterior derivative, Painlevé test, and integrability | W. -H. Steeb, J. A. Louw and A. Bringer |
| 387-394 | Cosmological transition periods | Ronald Gautreau |
| 395-399 | Short-time evolution of nonlinear Klein-Gordon systems | C. Guha-Roy, B. Bagchi and D. K. Sinha |
| 401-406 | Curvature calculations with GEOCALC | A. Moussiaux and Ph. Tombal |
| 407-428 | Can particle creation by a black hole be described in terms of more familiar laboratory processes? | R. M. Nugayev |
| 429-434 | Hilbert space representation of time evolution of pure states | Andrzej Posiewnik |
| 435-450 | Minimal supports in quantum logics and Hilbert space | David W. Cohen and George Svetlichny |
| 451-454 | Paschen-Back effect in dyonium | David Akers |
| 455-481 | Negative entropy, energy, and heat capacity in connection with surface tension: Artifact of a model or real? | Elihu Lubkin |
| 483-488 | Gravitational Yukawa potential from a Yang-Mills theory for gravity | H. Dehnen and F. Ghaboussi |
| 489-494 | Statistics of the ensemble of primary structures for inhomogeneous polymer chains | Ariel Fernández |
| 495-512 | Painlevé analysis, conservation laws, and symmetry of perturbed nonlinear equations | Shankar Basak and A. Roy Chowdhury |
| 513-522 | Hahn-Jordan decomposition for gleason measures | Anatolij Dvurečenskij |
| 523-535 | Keeping the entropy of measurement: Szilard revisited | Elihu Lubkin |
| 537-548 | Conformal invariance in Weyl gravity | R. P. Zaikov |
| 549-557 | Normal-ordered products with Grassmann operators in supersymmetry | Josip Šoin |
| 559-573 | Spinor fields in the nonsymmetric, non-Abelian Kaluza-Klein theory | M. W. Kalinowski |
| 575-581 | Electron-muon mass ratio and the masses of their neutrinos | Chandra Raju |
| 583-592 | Dependence ofℏω on the mass number of nuclei under the assumption of a trapezoidal average nuclear density | M. E. Grypeos and C. P. Panes |
| 593-606 | Axially symmetric rotating body consisting of a perfect fluid | Collin C. Carbno |
| 607 | Book review |
| 609-612 | Converse of the Eilers-Horst theorem | Anatolij Dvurečenskij |
| 613-621 | Dual field theory of strong interactions | David Akers |
| 623-636 | Some properties of topological geons | Krystyna Bugajska |
| 637-647 | Gauge theories on open spin space-time manifolds | Krystyna Bugajska |
| 649-684 | Equations of motion in fourth approximation | J. M. Gambi, A. San Miguel and F. Vicente |
| 685-695 | Discrete gradients in discrete classical mechanics | L. Renna |
| 697-706 | Equations of motion for continuum systems | T. Aaberge |
| 707-714 | Prolongation theory. A new nonlinear Schrödinger equation | Swapna Roy and A. Roy Chowdhury |
| 715-723 | Spinors in quantum space with torsion | M. Dineykhan |
| 725-740 | Causal green function in relativistic quantum mechanics | Egon Marx |
| 741-754 | Variational techniques on classes of Lagrangians | L. W. Churchill |
| 755-786 | Kinematical problem in Spin-wave theory | Lincoln Stoller |
| 787-804 | Low-temperature results of the statistical theory of noninteracting spin waves | Lincoln Stoller |
| 805-826 | Critical behavior of noninteracting spin waves | Lincoln Stoller |
| 827-831 | Cabibbo angle | Chandra Raju |
| 833-843 | Simple example of quantum causal structure | László Szabó |
| 845-852 | Minimal quantum logic with merged implications | Mladen Pavičić |
| 853-860 | Generalized Noether identities and application to Yang-Mills field theory | Li Zi-Ping |
| 861-872 | Geometrization of magnetohydrodynamic equations via lie groups | H. P. Singh, D. D. Tripathi and R. B. Mishra |
| 873-888 | Relation between charge and energy conservation in a nonlinear electrodynamics | Geoffrey Martin |
| 889-893 | Birkhoff theorem in self-creation cosmology | T. Singh, Tarkeshwar Singh and O. P. Srivastava |
| 895-900 | Exact model for a gaseous regular bouncing sphere in general relativity | Henning Knutsen |
| 901-906 | Brans-Dicke cosmological exact solution in a radiation-filled Robertson-Walker universe | R. T. Singh and Shridhar Deo |
| 907-912 | Painlevé analysis for a nonlinear schrödinger equation in three dimensions | A. Roy Chowdhury and Pranab K. Chanda |
| 913-919 | Response to Kowalczyński on tachyons | Erasmo Recami |
| 921-937 | Quantum interpretations | Th. Görnitz and C. F. v. Weizsäcker |
| 939-942 | Interpretation of “the wave function of the Universe” | Wim B. Drees |
| 943-950 | Hyperbolic complex numbers and nonlinear sigma models | D. Lambert and Ph. Tombal |
| 951-955 | Jordan algebra field theory | T. M. Rocha Filho and J. D. M. Vianna |
| 957-966 | Group theory of spontaneous symmetry breaking | F. Ghaboussi |
| 967-980 | Spin-dynamical theory of the wave-corpuscular duality | Michal Gryziński |
| 981-989 | Functional approach to scattering in quantum mechanics | Edward B. Manoukian |
| 991-1000 | Dynamics of electrically charged extended bodies: Classical and quantum systems | Terje Aaberge |
| 1001-1020 | Splitting the Cartesian point | J. F. Blodwell |
| 1021 | Erratum: Perturbative QED and QCD at Finite Temperatures and Densities | T. Toimela |
| 1023 | Announcement |
| 1025-1037 | Electrodynamics in quantum space-time | Kh. Namsrai and D. Dambasuren |
| 1039-1049 | Solitons, Bose-Einstein condensation, and superfluidity in helium II | J. Chela-Flores and H. B. Ghassib |
| 1051-1058 | Biophysics and the microscopic theory of helium II | J. Chela-Flores and H. B. Ghassib |
| 1059-1068 | Gauge theory of dislocations | Andrzej Trzesowski |
| 1069-1084 | Thermodynamic uncertainty relations and irreversibility | B. H. Lavenda |
| 1085-1092 | Prolongation structure and Painlevé property of the Gürses-Nutku equations | Ayşe Kalkanli |
| 1093-1105 | Stochastic theory of ignition processes | Ariel Fernández and Herschel Rabitz |
| 1107-1124 | Asymptotic symmetry and the global structure of future null infinity | J. Foster |
| 1125 | Book review |
| 1127-1133 | At what energy does gravity unite with grand unified theories in the early universe? | C. Sivaram |
| 1135-1140 | Temperature and the critical dimension of strings | E. Ahmed |
| 1141-1163 | First-quantized para-particle theory | Steven French |
| 1165-1168 | Meson spectrum | P. Burcev |
| 1169-1173 | Further evidence for magnetic charge from meson spectroscopy | David Akers |
| 1175-1184 | Born's postulate and reconstruction of theψ-function in nonrelativistic quantum mechanics | H. -W. Wiesbrock |
| 1185-1188 | PureSU(2) gauge field | H. Dehnen and F. Ghaboussi |
| 1189-1217 | Angular momentum, magnetic moment, andg-factor in general relativity | Errol Mustafa, Jeffrey M. Cohen and Kay R. Pechenick |
| 1219-1226 | Exact solutions for coupled Einstein, Dirac, Maxwell, and zero-mass scalar fields | Amar Chandra Patra and Dipankar Ray |
| 1227-1246 | (3+k)-Dimensional spacetime | R. H. C. Newton |
| i | Important announcement |
| 289-306 | Reconstruction of abstract quantum theory | M. Drieschner, Th. Görnitz and C. F. Weizsäcker |
| 307-313 | Are there other types of skyrmions? | Tie -zhong Li |
| 315-333 | Extended Geroch-Held-Penrose formalism | Garry Ludwig |
| 335-344 | Canonical formalism and equations of motion for a spinning particle in general relativity | Gerald E. Tauber |
| 345-364 | Radiating fluid distribution interacting with scalar field | Koijam Manihar Singh |
| 365-368 | Satellite test for dragging of inertial frames | Arnold Rosenblum and Manfred Treber |
| 369-371 | Exact solutions to Einstein field equations | Ashis Basu and Dipankar Ray |
| 373-380 | Stability of the general exponent of nonlinear impulsive differential equations in a Banach space | D. D. Bainov, P. P. Zabreiko and S. T. Kostadinov |
| 381 | Book review |
| 383-396 | Canonical path-integral quantization of yang-mills field theory with arbitrary external sources | Jerzy Przeszowski |
| 397-399 | Quantum normal form and the harmonic oscillator withx6 perturbation | S. Brajamani and P. S. Mazumdar |
| 401-408 | Functional approach to scattering in quantum field theory | Edward B. Manoukian |
| 409-416 | Phase transformations in quaternionic quantum field theory | C. G. Nash and G. C. Joshi |
| 417-426 | Gleason's theorem and completeness of inner product spaces | Anatolij Dvurečenskij and Ladislav Mišík |
| 427-431 | Dynamics of constrained systems | Narciso Román-Roy |
| 433-446 | Square eigenfunction approach to the hamiltonian structure for a new hierarchy of nonlinear equations | Swapna Roy and A. Roy Chowdhury |
| 447-450 | Exact solutions to a coupled nonlinear equation | C. Guha-Roy |
| 451-472 | Bayesian approach to thermostatistics | B. H. Lavenda |
| 473-519 | “Superconducting” causal nets | David Finkelstein |
| 787-800 | Gauge invariance properties of transition amplitudes in gauge theories. I | Edward B. Manoukian |
| 801-818 | Intractable problems in reversible cellular automata | Farrokh Vatan |
| 819-833 | High-frequency sum rules for classical one-component plasma in a magnetic field | R. O. Genga |
| 835-849 | Wave propagation in quasi-one-dimensional quantum plasma in a magnetic field | R. O. Genga |
| 851-860 | High-frequency sum rules for the quasi-one-dimensional quantum plasma dielectric tensor | R. O. Genga |
| 861-899 | Fundamentals of surface thermodynamics | A. Grauel |
| 901-919 | Painlevé test for long-wave, short-wave interaction equation. II | Pranab K. Chanda and A. Roy Chowdhury |
| 921-924 | Clock transport synchronization and the dragging of inertial frames for elliptical orbits | Arnold Rosenblum and Manfred Treber |
| 925-993 | Canonical quantization and chromodynamics in a spherical cavity | R. F. Buser, R. D. Viollier and P. Zimak |
| 995-999 | Electric currents in multiply connected spaces | Theodore Frankel |
| 1001-1006 | Reggeon scattering in an external field: A solitonic model | A. Roy Chowdhury and B. Sidhanta |
| 1007-1017 | Hyperspherical harmonic model for the ground-state baryons | Andrea Raspini |
| 1019-1022 | Mikhailov's experiments on detection of magnetic charge | David Akers |
| 1023-1042 | Statistical mechanics with homogeneous first-degree Lagrangians | R. Akin-Ojo |
| 1043-1058 | Phase-space propagators for quantum quadratic Hamiltonians in one and two dimensions | L. M. Nieto and J. M. Noriega |
| 1059-1067 | State on splitting subspaces and completeness of inner product spaces | Anatolij Dvurečenskij and Sylvia Pulmannová |
| 1069-1082 | Fuzzy quantum spaces and compatibility | Anatolij Dvurečenskij and Ferdinand Chovanec |
| 1083-1104 | Curvature tensors unified field equations on SEXn | Kyung Tae Chung and Il Young Lee |
| 1105-1136 | Three- and five-dimensional considerations of the geometry of Einstein's*g-unified field theory | Kyung Tae Chung and In Ho Hwang |
| 1137-1143 | Magnetograph transformation in MFD | Shesh Nath Singh |
| 1145-1255 | A discrete geometry: Speculations on a new framework for classical electrodynamics | Geoffrey Hemion |
| 1257-1276 | The reality and dimension of space and the complexity of quantum mechanics | R. Mirman |
| 1277-1279 | Quadratic kinetic equations are linear in the tensor product space | H. Tomasz Grzybowski |
| 1281-1283 | Stationary axisymmetric solutions of the Jordan-Brans-Dicke equations with electromagnetic sources | D. Alberto Garcia and H. Guadalupe Martínez |
| 1285-1312 | Probability and logical structure of statistical theories | Michael J. W. Hall |
| 1313-1349 | On the logical foundations of the Jauch-Piron approach to quantum physics | Gianpiero Cattaneo, Carlo Dalla Pozza, Claudio Garola and Giuseppe Nisticò |
| 1351-1353 | Spatial extension of quantum gravitational particles inR4×KN | Gerald Rosen |
| 1355-1369 | O(5)×U(1) Electroweak gauge theory and the triggering of the neutrino oscillations by 't Hooft-polyakov monopole | M. Samiullah |
| 1371-1381 | Derivation of quantum statistics from Gauss's principle and the second law | B. H. Lavenda |
| 1383-1393 | Intermediate quantum statistics for identical objects | V. V. Kuryshkin |
| 1395-1404 | Existence of the gravitomagnetic interaction | Ken Nordtvedt |
| 1405-1410 | Swinging atwood machine. Far- and near-resonance region | A. Roy Chowdhury and M. Debnath |
| 1411-1424 | Lp-Equivalence of impulsive equations | D. D. Bainov, S. I. Kostadinov and P. P. Zabreiko |
| 1425-1434 | Geometrization of two-phase magnetofluid flows in a rotating system | C. Thakur and R. B. Mishra |
| 1435-1455 | Entropy andp-particle observables. I. The general program | Henry E. Kandrup |
| 1457-1460 | Two-dimensional percolation and classical string theory | E. Ahmed |
| 1461-1497 | Common tangent space ℝ14 fromU(2) charges | E. Donth |
| 1499-1505 | Lagrangians for conformal gauge gravity and conformal simple supergravity | Shao Changgui and Guo Youzhong |
| 1507-1531 | On a recent attempt to define the interpretation basis in the many worlds interpretation of quantum mechanics | Sara Foster and Harvey Brown |
| 1533-1543 | Invariant forms and Hamiltonian systems: A geometrical setting | Josep Llosa and Narciso Román Roy |
| i | Important announcement |
| 247-262 | Coexistence of observables | Franklin E. Schroeck |
| 263-271 | Modification of the superstring action and the exceptional Jordan algebra | R. Foot and G. C. Joshi |
| 273-301 | Particle decay model | Stanley Gudder |
| 303-333 | Order-independent method of characteristics | Dominic G. B. Edeten |
| 335-364 | Nonlocal conserved quantities, balance laws, and equations of motion | Laurence I. Gould |
| 365-375 | Local and global algebraic structures in general relativity | G. S. Hall and A. D. Rendall |
| 377-380 | Total linearization of probability density evolution equations | H. Tomasz Grzybowski |
| 381-389 | Classical chaos and quantum level density of an anharmonic oscillator | Jian-ling Li and Rong-yu Zhou |
| 391-406 | Mechanism of blackbody radiation | B. H. Lavenda and W. Figueiredo |
| 407-413 | Inflationary Brans-Dicke universe andG | Amar Chandra Patra, Mahendra Nath Sinha Roy and Dipankar Ray |
| 415-421 | Quantum stationary state of class A Bianchi universe | Amar Patra, Mahendra Nath Sinha Roy and Dipankar Ray |
| 423-440 | A nonlinear gauge-invariant field theory of leptons | F. I. Cooperstock and N. Rosen |
| 441-467 | Quantum net dynamics | David Finkelstein |
| 469-479 | Discontinuous automorphisms of the proper Galilei and Euclidean groups | S. A. Adeleke |
| 481-486 | Accelerating Kortweg-de Vries solitons | G. K. Sen and D. K. Sinha |
| 487-493 | Cosmological models | J. Hajj-Boutros |
| 495-499 | Stimulated emission of photon excitations by external currents in spacetime | Edward B. Manoukian |
| 501-510 | Stimulated emission of relativistic particles by external sources in spacetime | Edward B. Manoukian |
| 511-525 | Homotopically nontrivial solutions for a spherically symmetric gravitational field | Tina A. Harriott and J. G. Williams |
| 527-542 | A solution spectrum of the nonlinear Schrödinger equation. II | W. Ulmer |
| 543-564 | Locally equilibrium diffusion processes. I. Geometry of local thermodynamic equilibrium states | Andrzej Trzęsowski |
| 565-586 | Locally equilibrium diffusion processes. II. Generalized stochastic mechanics and plastic yielding | Andrzej Trzęsowski |
| 587-603 | Mass loss by gravitational radiation in Synge's theory | J. M. Gambi, A. San Miguel and F. Vicente |
| 605-617 | Entropy andP-particle observables. II. The two-particle entropyS2 | Henry E. Kandrup |
| 619-631 | Einstein's theory of quantum radiation | B. H. Lavenda |
| 633-649 | Gravity and gauge: A new perspective | Dominic G. B. Edelen |
| 651-657 | Connections between abstract quantum theory and space-time structure. III. Vacuum structure and black holes | Thomas Görnitz and Eva Ruhnau |
| 659-667 | New class of Finsler metrics | R. G. Beil |
| 669-694 | Self-Similar Cosmological model: Introduction and empirical tests | Robert L. Oldershaw |
| 695-698 | Applications of dynamical algebra of invariance of integrodifferential equations | K. A. Rustamov |
| 699-709 | Thermal representation of the energy density in bounded spaces | G. Cocho, S. Hacyan, A. Sarmiento and F. Soto |
| 711-718 | Mielnik and cantoni transition probabilities | Sylvia Pulmannová |
| 719-763 | Nonlocality and stochastic quantization of field theory | M. Dineykhan and Kh. Namsrai |
| 765-768 | Entropy of semiclassical states in chaotic cosmology | G. Francisco |
| 769-786 | Classification of the even-even nuclei in symplectic multiplets | A. Georgieva, M. Ivanov, P. Raychev and R. Roussev |
| 787-796 | A propagator theory applied to wave mechanics in phase space | Ademir E. Santana, A. Matos Neto and J. D. M. Vianna |
| 797-814 | Exponential dichotomy of linear impulsive differential equations in a Banach space | D. D. Bainov, S. I. Kostadinov and P. P. Zabreiko |
| 815-833 | Existence of integral manifolds for impulsive differential equations in a Banach space | D. D. Bainov, S. I. Kostadinov, Nguyêñ Hông Thái and P. P. Zabreiko |
| 1195-1214 | Automorphisms and symmetries of quantum logics | Věra Trnková |
| 1215-1227 | Spin phase | Marian Grabowski |
| 1229-1232 | Comment on geometry of hyperspin manifolds | Andrzej Borowiec |
| 1233-1235 | Hyperspin manifolds and the space problem of Weyl | H. Urbantke |
| 1237-1254 | Strongly interacting particles with strongly singular potentials | V. I. Yukalov |
| 1255-1267 | Reductions and quantization | Ivailo M. Mladenov |
| 1269-1310 | Topological spin-statistics relation in quantum field theory | R. D. Tscheuschner |
| 1311-1321 | Geometric classification of general dynamical systems | A. Petrov |
| 1323-1332 | Binary quantum logic and generating semigroups | R. R. Zapatrin |
| 1333-1340 | Planck's constant, torsion, and space-time defects | D. K. Ross |
| 1341-1350 | Predictions of a particle model | Stanley Gudder |
| 1351-1357 | Nonequilibrium thermofield dynamics | E. Ahmed |
| 1359-1369 | Relativistic Zeeman effect in positronium,n=2 | Andrea Raspini |
| 1371-1386 | Reality as complex space | Geoffrey Hemion |
| 1387-1396 | Entropy of additive cellular automata | Burton Voorhees |
| 1397-1403 | Lie-symmetry vector fields for linear and nonlinear wave equations | N. Euler and W. -H. Steeb |
| 1405-1417 | Hamiltonian systems with constraints: A geometric approach | M. C. Muñoz Lecanda |
| 1419-1424 | Generalizations of the Kerr-Newman and charged Tomimatsu-Sato metrics in the Jordan-Brans-Dicke theory | Alberto D. García and N. V. Mitskiévić |
| 1425-1436 | Kaluza-Klein space and strong gravity | S. Biswas, S. Kumar and C. Sivaram |
| 1437-1441 | Analytic solution of gauge field equations for Lorentz gravity | Wei Mozhen, Shao Changgui and He Changbai |
| 1443-1447 | Gauge symmetry and supersymmetric two-particle problem | R. P. Zaikov |
| 1449-1462 | Space-time symmetries of superstring and Jordan algebras | R. Foot and G. C. Joshi |
| 1463-1482 | Green functions of scalar particles in stochastic fields | M. Dineykhan, G. V. Efimov and Kh. Namsrai |
| 1483-1501 | Ward identity for gauge field in stochastic quantization with nonlocal form factors | M. Dineykhan and Kh. Namsrai |
| 1503-1532 | Self-similar cosmological model: Technical details, predictions, unresolved issues, and implications | Robert L. Oldershaw |
| 1533-1558 | Nonlinear electrohydrodynamic instability conditions of an interface between two fluids under the effect of a normal periodic electric field. III | E. F. El Shehawey and N. R. Abd El Gawaad |
| 1-6 | Fifth force as a manifestation of torsion | Venzo Sabbata and C. Sivaram |
| 7-21 | Metric-torsion gauge theory of continuum line defects | A. Verçin |
| 23-36 | Connections in Bergmann manifolds | Christian Holm |
| 37-43 | Cauchy boundaries of space-times | Jacek Gruszczak |
| 45-56 | Algebraically special spacetimes | Garry Ludwig |
| 57-73 | Co-symplectic geometry and co-Lagrangian subspaces | F. A. M. Frescura and G. Lubczonok |
| 75-84 | Inconsistency of nonlinear second-order equations of motion of classical charges | E. Comay |
| 85-99 | Underlying probability distributions of the canonical ensemble | B. H. Lavenda and J. Dunning-Davies |
| 101-108 | Stable gravity wave of arbitrary amplitude in finite depth | Kern E. Kenyon and David Sheres |
| 109-112 | Detection of the dirac monopole with magnetic levitation | David Akers |
| 113-123 | Automata simulating quantum logics | A. A. Grib and R. R. Zapatrin |
| 125-129 | Magnetic charges, inertia, and arrow of time | Anne M. R. Magnon |
| 131-139 | Quantum corrections to the spacetime metric from geometric phase space quantization | E. R. Caianiello, A. Feoli, M. Gasperini and G. Scarpetta |
| 141-155 | Generalized maxwell equations and quantum mechanics. I. Dirac equation for the free electron | Alfonso A. Campolattaro |
| 157-160 | Intermediate-range forces? | Jeffrey M. Cohen |
| 161-171 | General equations of motion for test particles in space-time with torsion | Chen Fang Pei |
| 173-181 | Colliding plane gravito-electromagnetic waves | J. B. Griffiths |
| 183-187 | General relativity as a conformally invariant scalar gauge field theory | Hanno Essén |
| 189-192 | Recurrent Riemann-Cartan spacetimes | L. C. Garcia de Andrade |
| 193-208 | Relativistic motion of a free particle in a uniform gravitational field | Edward A. Desloge |
| 209-213 | Perturbed characteristic functions. III | H. A. Buchdahl |
| 215-223 | Classical tunneling | Arthur Cohn and Mario Rabinowitz |
| 225-246 | Möbius groups over general fields using clifford algebras associated with spheres | Jay P. Fillmore and A. Springer |
| 247-251 | Hamiltonian structures related to a new spectral problem | Qing-ping Liu |
| 253-267 | New geometrical approach to Rainich-Misner-Wheeler theory | K. S. Hammon and L. K. Norris |
| 269-274 | Scattering theory in quantum field theory in configuration space | Edward B. Manoukian |
| 275-298 | Are bound states of color-excited leptons responsible for anomalouse+e− production in heavy ion collisions? | M. PitkÄnen |
| 299-309 | Integrable classical systems in higher dimensions | S. C. Mishra and D. Parashar |
| 311-337 | Nonlocal stochastic quantization of scalar electrodynamics | M. Dineykhan and Kh. Namsrai |
| 455-460 | Transition amplitude spaces and quantum logics with vector-valued states | Sylvia Pulmannová |
| 461-466 | Canonical quantization of inhomogeneous strings | H. P. W. Gottlieb |
| 467-475 | Singular Lagrangian for the polaron | Jose Jesus Rodriguez-Nuñez |
| 477-482 | Generalized Maxwell's equations and quantum mechanics. II. Generalized dirac equation | Alfonso A. Campolattaro |
| 483-500 | Extensions of the general method of generating Clifford algebras and comparisons with various existing methods | Deming Li, Charles P. Poole and Horacio A. Farach |
| 501-514 | Stefan-Boltzmann law for black bodies and black holes | B. H. Lavenda and J. Dunning-Davies |
| 515-519 | Painlevé analysis and hamiltonian structure of a new space-dependent KdV equation | S. Purkait and A. Roy Chowdhury |
| 521-536 | Nonvacuum taub-type cosmological model | M. Carmeli and R. Manor |
| 687-737 | Ideals and solutions of nonlinear field equations | Dominic G. B. Edelen |
| 739-763 | Dipole solutions in theSU(2) andSU(3) gauge theory with electric and magnetic sources | D. C. Joshi and Rakesh Prasad |
| 765-771 | Generalized Noether theorem and Poincaré invariant for nonconservative nonholonomic systems | Zi-Ping Li and Xin Li |
| 773-778 | Solutions for steady plane orthogonal MHD flows | C. Thakur and R. B. Mishra |
| 779-788 | Periodicity and chaos in a modulated logistic map | A. Roy Chowdhury and M. Debnath |
| 789-804 | Gauge-invariant and covariant operators in gauge theories | Giovanni Giachetta and Luigi Mangiarotti |
| 805-814 | Tensor product of frame manuals | Alexander Wilce |
| 815-823 | BRST quantization and computation of static potentials for bosonic membranes | R. P. Zaikov |
| 825-834 | Photon-electron scattering taking vacuum energy into account | Milan Marčič |
| 835-852 | Nonrelativistic phase-space and octonions | P. Żenczykowski |
| 853-862 | CG methylation in DNA transcription | J. Chela-Flores and R. L. Migoni |
| 863-866 | Solutions of coupled KdV-type equations | Chanchal Guha-Roy |
| 867-871 | Complete integrability of coupled KdV and NLS equations | A. Roy Chowdhury, Pritha Mitra and Sasanka Purkait |
| 873-884 | Static spherically symmetric solutions in general projective relativity | T. Singh and G. P. Singh |
| 885-900 | De Sitter gauge theories of gravity | Shao Changgui, Wang Chunhou and H. Dehnen |
| 901-906 | Bianchi type V perfect-fluid space-times | Shri Ram |
| 907-908 | Book review:Differential geometry, gauge theories, and gravity | Christian Holm |
| 909-933 | Quantization in curvilinear coordinates | Lee Ting Hsang, An Chong Shan and Zhai Tian Yi |
| 935-961 | A Suppes predicate for general relativity and set-theoretically generic spacetimes | N. C. A. Costa, F. A. Doria and J. A. Barros |
| 963-984 | Maximal acceleration, maximal angular velocity, and causal influence | M. Toller |
| 985-995 | Szilard's demon revisited | Jorge Berger |
| 997-1001 | Singularities in spacetimes with torsion | L. C. Garcia de Andrade |
| 1003-1009 | Energy and momentum from the Palatini formalism | George L. Murphy |
| 1011-1014 | Nonstatic axisymmetric universe model and its evolution | Ashfaque H. Bokhari, Amjad Pervez and Muhammad A. Mughal |
| 1015-1029 | Radiating viscous universes coupled with zero-mass scalar field: Exact solutions | Koijam Manihar Singh and K. S. Bhamra |
| 1029-1037 | Two-phase MFD flows in orthogonal curvilinear coordinate system | Chandreshwar Thakur and Ram Babu Mishra |
| 1039 | Errata: Automorphisms and symmetries of quantum logics | Vera Trnková |
| 1041-1058 | Constructive approach to logics of physical systems: Application to EPR case | Jarosław Pykacz and Emilio Santos |
| 1059-1064 | Virasoro algebras in the theory of bosonicp-branes | R. P. Zaikov |
| 1065-1072 | Spontaneous compactification and quantized charges | D. K. Ross |
| 1073-1090 | Exact quantum partition function of the BCS model | Alexander F. Izmailov and Alexander R. Kessel |
| 1091-1097 | Existence of magnetic charge | David Akers |
| 1099-1110 | KdV-type solitons in multicomponent relativistic plasmas | B. Karmakar, G. C. Das and Kh. Ibohanbi Singh |
| 1111-1114 | Extended Hill equation | Zhong Jin Yang and Jie Yao |
| 1115-1126 | Generalized Poisson algebras and Hamiltonian dynamics | G. C. Sherry |
| 1127-1151 | Biframe bundle geometry: An extension of Rainich-Misner-Wheeler theory to include sources | K. S. Hammon |
| 1-52 | Classical foundations of quantum logic | Claudio Garola |
| 53-57 | Quantum mechanics on topologically nontrivial spaces | J. Sładkowski |
| 59-76 | Comments onq-algebras | Simón Codriansky |
| 77-82 | Growth of ordered domains beyond a dynamic instability in dissipative systems | Ariel Fernández |
| 83-88 | Ultrametricity in the externally-induced conformational substates of disordered polymers | Ariel Fernández |
| 89-95 | Symplectic and nonsymplectic realizations of groups for singular systems. An example | Narciso Román-Roy |
| 97-111 | Bifurcation in a coupled logistic map. Some analytic and numerical results | A. Roy Chowdhury and K. Chowdhury |
| 253-267 | Geometrical meaning of braid statistics in (1+1)- and (2+1)-dimensional quantum field theory | Hermann Hessling and Ralf D. Tscheuschner |
| 269-274 | Invariance transformations and exact solutions of the Rabi model | K. A. Rustamov |
| 275-279 | One-bit photon polarization in two-photon experiments. An information mechanics perspective | Frederick W. Kantor |
| 281-399 | Nonsymmetric Kaluza-Klein and Jordan-Thiry theory in a general non-Abelian case | M. W. Kalinowski |
| 587-710 | Stochastic and quantum space-time metrics and the weak-field limit | K. Namsrai |
| 711-719 | Gravitational coupling at the Planck scale | Anne M. R. Magnon |
| 721-735 | Gauge gravitation theory | Gennadi A. Sardanashvily |
| 737-756 | Lipschitz stability of impulsive systems of differential equations | G. K. Kulev and D. D. Bainov |
| 757-782 | Combined systems in quantum probability | Stanley Gudder |
| 783-787 | BRST quantization of a scalar particle in a curved background | Huang Baofa |
| 789-806 | Confined phase of QED | S. Biswas and L. Das |
| 807-823 | Neutron scattering in impure anharmonic solids | B. P. Bahuguna, C. P. Painuli and B. D. Indu |
| 825-828 | Effect of relativity on the oscillator strengths of 2p63s2SJe→2p53s22PJo transition in Cu18+, Zn19+, Br24+, and Kr25+ ions | S. N. Tiwary |
| 829-836 | Skyrmions of different types | Tie-Zhong Li |
| 837-847 | Gravitational energy and momentum: A tensorial approach | Noah Nissani and Elhanan Leibowitz |
| 849-856 | Classical and quantum aspects of Bianchi type IX cosmological model | Subenoy Chakraborty |
| 857-863 | Singular mechanics and Landau two-fluid model of superfluidity | José Jesus Rodríguez-Núñez and Ricardo Tello-Llanos |
| 865-906 | Transformation methods for solving nonlinear field equations | Dominic G. B. Edelen and Jianhua Wang |
| 907-922 | Probability distributions of thermodynamic intensive variables | B. H. Lavenda and J. Dunning-Davies |
| 923-947 | Finitary substitute for continuous topology | Rafael D. Sorkin |
| 949-959 | Quantum logical description of two-particle systems | A. A. Grib and R. R. Zapatrin |
| 961-971 | Nonlinear quantum mechanics is a classical theory | Sławomir Bugajski |
| 973-977 | Virtually-deterministic quantum computing of nondeterministic polynomial problems | J. D. Brasher, C. F. Hester and H. J. Caulfield |
| 979-984 | Nonlinear wave mechanics, information theory, and thermodynamics | James D. Brasher |
| 985-998 | Higgs-field gravity within the standard model | H. Dehnen and H. Frommert |
| 999-1010 | Discrete effects in classical mechanics | L. Renna |
| 1011-1031 | Lie group theory of the bessel equation of the first kind of integral order | G. C. Chukwumah |
| 1033-1039 | Periodic inverse problem for a new hierarchy of coupled evolution equations | Chandana Ghose and A. Roy Chowdhury |
| 1171-1215 | Holonomy and path structures in general relativity and Yang-Mills theory | J. W. Barrett |
| 1217-1227 | Informationally complete sets of physical quantities | Paul Busch |
| 1229-1233 | Quantum dynamics of theSU(2)-Skyrme model in Nelson stochastic mechanics | Z. Z. Israilov and M. M. Musakhanov |
| 1235-1248 | High-energy electron pair production on oxygen | George L. Strobel1 and Robert A. Koss |
| 1249-1257 | Space-time isomorphism problem is intractable (NP-hard) | Vladik Kreinovich |
| 1259-1262 | Nonlinear electromagnetic effects induced by torsion | L. C. Garcia de Andrade and J. U. Cinelli L. de Oliveira |
| 1263-1266 | Scalar-tensor theory and propagating torsion theory | Xu Jizhong and Chen Yihan |
| 1267-1271 | Invertible point transformations, Painlevé test, and the second Painlevé transcendent | N. Euler, W. -H. Steeb, L. G. S. Duarte and I. C. Moreira |
| 1273-1292 | Correspondence principle for the quantum net | S. A. Selesnick |
| 1293-1336 | Axiomatic foundations of quantum physics: Critiques and misunderstandings. Piron's question-proposition system | Gianpiero Cattaneo and Giuseppe Nisticó |
| 1337-1342 | Normal functional and spaces of weights | J. Hagler and C. Schindler |
| 1343-1353 | Field equations onSE(k)-manifoldXn | Jong Woo Lee |
| 1355-1380 | Generalized fundamental equations on the submanifolds of a manifoldESXn | Kyung Tae Chung and Mi Young Kim |
| 1381-1401 | Geometry of the submanifoldsESXn. III. Parallelism inESXn and its submanifolds | Kyung Tae Chung and Keum Sook So |
| 1403-1408 | Braid group symmetries | Suemi Rodríguez-Romo |
| 1409-1430 | Representations of state space transformations by Markov kernels | Christian Schindler |
| 1431-1444 | Hamilton's principle, covariant Hamiltonian, and canonical formalism in four and five dimensions | Ludger Hannibal |
| 1445-1459 | First quantization of mass and charge | Ludger Hannibal |
| 1461-1472 | Point symmetry group of the Lagrangian | M. Aguirre and J. Krause |
| 1473-1487 | Electromagnetic energy-momentum tensor and elementary classical point charges | E. Comay |
| 1489-1496 | Nonlinear gauge theory of Poincaré gravity | Shao Changgui and H. Dehnen |
| 1497-1515 | Stochastic processes in conformal Riemann-Cartan-Weyl gravitation | Diego Lucio Rapoport-Campodónico |
| 1517-1520 | Black holes associated with galaxies | Gerald Rosen |
| 1521-1543 | Relativistic geometrical optics | Radu Miron and Tomoaki Kawaguchi |
| 1545-1554 | Existence of solutions of nonlinear impulsive differential equations with exponentially dichotomous or dichotomous linear part | D. D. Bainov, S. I. Kostadinov and P. P. Zabreiko |
| 373-455 | Bibliography on quantum logics and related structures | M. Pavičić |
| 463-513 | Amplitudes on entities | Stanley Gudder |
| 515-519 | Three-particle Einstein-Podolsky-Rosen correlations | K. Wódkiewicz |
| 521-524 | Electroweak interactions at an infinite sublayer quark level. III.CP violation | K. Sugita, Y. Okamoto and M. Sekine |
| 525-543 | Physical complexity and Zipf's law | R. Günther, B. Schapiro and P. Wagner |
| 545-551 | Static anisotropic fluid spheres in general relativity with nonuniform density | T. Singh, G. P. Singh and R. S. Srivastava |
| 553-573 | Bianchi type II, VIII, and IX cosmological models in Lyra's geometry | T. Singh and Anil K. Agrawal |
| 575-580 | Differential geometry of spacetime tangent bundle | Howard E. Brandt |
| 581-610 | Perturbation theory with higher derivative couplings | Josip Šoln |
| 611-741 | The nonsymmetric Kaluza-Klein (Jordan-Thiry) theory in the electromagnetic case | M. W. Kalinowski |
| 743-785 | Memory systems, computation, and the second law of thermodynamics | David H. Wolpert |
| 787 | Quantum structures 1 | |
| 789-807 | Filters and supports in orthoalgebras | D. J. Foulis, R. J. Greechie and G. T. Rüttimann |
| 809-824 | Semantic incompleteness of quantum physics | Claudio Garola |
| 825-834 | Systems of covariance in quantum probability | Stanley Gudder |
| 835-842 | Structure of the set of annihilators | Karsten Keller |
| 843-854 | Concrete quantum logics with covering properties | Vladimir Müller, Pavel Pták and Josef Tkadlec |
| 855-869 | Boolean transfer from coherent quantum logics to quantum logics with continuous superselection rules | Hirokazu Nishimura |
| 871-879 | Orthostructures from sesquilinear forms. A primer | Robert Piziak |
| 881-888 | Modular almost orthogonal quantum logics | Sylvia Pulmannová and Zdenka Riečanová |
| 889-905 | Regular measures and inner product spaces | Anatolij Dvurečenskij |
| 1813-1814 | Preface | Jarosław Pykacz and Mladen Pavičić |
| 1815-1837 | Construction of reality and its influence on the understanding of quantum structures | Diederik Aerts |
| 1839-1848 | Mechanistic classical laboratory situation with a quantum logic structure | Diederik Aerts and Bruno Bogaert |
| 1849-1856 | Problem of classical and nonclassical probabilities | Enrico G. Beltrametti and Maciej J. Maczyński |
| 1857-1871 | Quantum logical solution to the measurement problem of quantum mechanics | Jeffrey Bub |
| 1873-1898 | Physical content of preparation-question structures and Brouwer-Zadeh lattices | Gianpiero Cattaneo and Giuseppe Nisticó |
| 1899-1907 | Quantum logics and completeness criteria of inner product spaces | Anatolij Dvurečenskij |
| 1909-1913 | Problem of hidden variables | Emilio Santos |
| 1915-1928 | Tensor products in generalized measure theory | Alexander Wilce |
| 1929-1959 | Quantum field theory of binary alternatives | Th. Görnitz, D. Graudenz and C. F. v. Weizsäcker |
| 1961-1971 | Time-dependent variational method for sine-Gordon quantum field theory | Anjana Sinha and Rajkumar Roychoudhury |
| 1973-1991 | Schrödinger and Dirac quantum random walks | Stanley Gudder |
| 1993-2001 | Experimental restrictions on spin-spin interaction in gauge gravity | Yu. N. Obukhov and I. V. Yakushin |
| 2003-2027 | Lipschitzian quantum stochastic differential inclusions | G. O. S. Ekhaguere |
| 2029-2034 | Avoiding Higgs fields | F. Ghaboussi |
| 2035-2042 | Parity nonconservation in electromagnetic systems | E. Comay |
| 2043-2045 | Electroweak interactions at an infinite sublayer quark level. IV. Composite model of electron, neutrino, and gauge bosons | Y. Okamoto, K. Sugita and M. Sekine |
| i | Important announcement | |
| 2047-2052 | Hawking radiation of Dirac particles in Kasner-type spacetime | Mainuddin Ahmed and Asit Kumar Mondal |
| 2053-2059 | InhomogeneousR2 inflationary models | Li Yuanjie and Wang Zhijun |
| 2061-2063 | Self-dual Yang-Mills fields in an Einstein universe | Alexander Pavlov |
| 2065-2086 | Experimental facts and gravitational energy in general relativity | Noah Nissani and Elhanan Leibowitz |
| 2087-2089 | Cosmological model with heat flow | Ashfaque H. Bokhari |
| 2091-2094 | Ricci tensor with six collineations | Ashfaque H. Bokhari |
| 2095-2102 | Anisotropic cosmological models of Bianchi types III and V in Lyra's geometry | Shri Ram and Prem Singh |
| 2103-2113 | Cosmological compactification in Kaluza-Klein model and time-dependent cosmological term | S. K. Srivastava |
| 2115-2119 | Solving Bertolami's equations for Brans-Dicke cosmological models | Zoran Pazameta |
| 2121-2141 | Ideal and resistive magnetohydrodynamic modes | Bhimsen K. Shivamoggi |
| 389-398 | Delinearization of quantum logic | Slawomir Bugajski |
| 399-405 | On classical representations of finite-dimensional quantum mechanics | P. Busch, K. -E. Hellwig and W. Stulpe |
| 407-431 | A model of Piron's preparation-question structures in Ludwig's selection structures | Gianpiero Cattaneo and Giuseppe Nisticò |
| 433-442 | Jauch-Piron states on concrete quantum logics | V. Müller |
| 443-488 | On the duality between Boolean-valued analysis and reduction theory under the assumption of separability | Hirokazu Nishimura |
| 489-498 | Quantum structures in macroscopic reality | D. Aerts, T. Durt, A. A. Grib, B. Bogaert and R. R. Zapatrin |
| 499-501 | Book review: The quantum theory of measurement | G. Kalmbach |
| 745-795 | Quantum mechanics on a space-time lattice using path integrals in a minkowski metric | Hrvoje Hrgovčić |
| 797-803 | Quantum matrices inN dimensions | Won-Sang Chung, Ki-Soo Chung, Sang-Tack Nam and Chung-In Um |
| 805-818 | Solution of dirac equation in a singularity-free Kaluza-Klein cosmological model | S. K. Srivastava |
| 819-850 | Difference posets, effects, and quantum measurements | Anatolij Dvurečenskij and Sylvia Pulmannová |
| 851-856 | q-Permutations and q-combinations | Won -Sang Chung and Hye -Jung Kang |
| 857-864 | Momentum and Hamiltonian operators in generalized coordinates | Makoto Kato |
| 865-912 | Nonstandard Fock spaces | Stanley Gudder |
| 913-930 | 3-Manifolds for relativists | Domenico Giulini |
| 931-950 | Dislocations and internal length measurement in continuized crystals. I. Riemannian material space | Andrzej Trzesowski |
| 951-966 | Dislocations and internal length measurement in continuized crystals. II. Closed teleparallelism | Andrzej Trzesowski |
| 967-982 | Junction conditions and static fluid cylinders in Lyra's geometry | Jerzy Matyjasek |
| 1957-1984 | Orthosummable orthoalgebras | Eissa D. Habil |
| 1985-2017 | Logics and quantum gravity | Frank Antonsen |
| 2019-2029 | Newq-derivative andq-logarithm | Ki-Soo Chung, Won-Sang Chung, Sang-Tack Nam and Hye-Jung Kang |
| 2031-2036 | Nonlocal conservation laws and supersymmetric Heisenberg spin chain | A. Ghose Choudhury and A. Roy Chowdhury |
| 2037-2047 | Geometric phases and Mielnik's evolution loops | David J. Fernández C |
| 2049-2056 | Relativistic theory of nuclear forces | A. S. Rabinowitch |
| 2057-2065 | Exact traveling wave solutions to nonlinear diffusion and wave equations | Z. J. Yang, R. A. Dunlap and D. J. W. Geldart |
| 2067-2074 | Generalized expanding and shearing magnetized viscous fluid cosmological model | Raj Bali and Mahbub Ali |
| 2075-2090 | Boundedness and stability of impulsively perturbed systems in a Banach space | L. Berezansky and E. Braverman |
| 2091-2098 | Theories of gravity in 2 + 1 dimensions | C. Romero and F. Dahia |
| 2099-2117 | Parametrization of the cosmological scale factor | Renee R. Wahba, Larry L. Smalley and Alphonsus J. Fennelly |
| 2119-2136 | Sums and products of interval algebras | D. J. Foulis, R. J. Greechie and M. K. Bennett |
| 2137-2145 | Hawking effect in Vaidya-Bonner space-time | Zhu Jianyang, Zhang Jianhua and Zhao Zheng |
| 2147-2155 | Damour-Ruffini and Unruh theories of the Hawking effect | Zhao Zheng and Zhu Jianyang |
| 2157-2188 | Cosmic spinor fields and the early universe | U. Ochs and M. Sorg |
| 2189-2198 | Condensed matter effects in the solar neutrino problem | M. Rabinowitz, Y. E. Kim and J. -H. Yoon |
| 2199-2206 | QED3 radiative corrections in the Heisenberg picture | B. M. Pimentel, A. T. Suzuki and J. L. Tomazelli |
| 2207-2214 | R andRτ ratios at the five-loop level of perturbative QCD | Mark A. Samuel and G. Li |
| 2215-2280 | Postinstability models in dynamics | Michail Zak |
| 2281-2284 | Sine-Gordon equation in curved space-time | Kingshuk Majumdar and Rajkumar Roychoudhury |
| 2285-2289 | Nonstatic Gödel-type cosmological model with perfect fluid and heat flow | I. Yavuz and H. Baysal |
| 145-168 | Witten's identity for Chern-Simons theory | Bernd Brügmann |
| 169-177 | Riemannian geometry of strong-laser plasma | Shitong Zhu, Qizhi Guo, Wenda Shen and Shitao Wang |
| 179-182 | Gauge formulation of a vector-spinor superalgebra | Christopher Pilot and Subhash Rajpoot |
| 183-188 | Relation between Higgs and Weinberg angles in minimal SUSY from diophantine analysis | Robert L. Pease |
| 189-210 | Difference posets and the histories approach to quantum theories | Sylvia Pulmannová |
| 211-228 | Manuals in orthogonal categories | Hirokazu Nishimura |
| 229-252 | Empirical sets | Hirokazu Nishimura |
| 253-263 | Criticizing Bell: Local realism and quantum physics reconciled | Claudio Garola |
| 265-285 | Equivalence and gauge in the Planck-scale aether model | F. Winterberg |
| 287-292 | Percolation and Julia sets | E. Ahmed and H. A. Abdusalam |
| 293-299 | Higher-dimensional vacuum solutions of Einstein's field equations | A. A. Coley |
| 655-677 | The logical quantization of algebraic groups | Hirokazu Nishimura |
| 679-700 | Mott's cloud-chamber theory made explicit and the relative-collapse interpretation of quantum mechanics thus obtained | Fedor Herbut |
| 701-706 | Bianchi V models in N=2, D=5 supergravity | Luis O. Pimentel and J. Socorro |
| 707-716 | Quantum binding of the BCS interaction model | M. Casas, M. Fortes, M. Llano, A. Puente and M. A. Solís |
| 717-731 | Pointless spaces in general relativity | G. N. Parfionov and R. R. Zapatrin |
| 733-759 | Unified gravitational and Yang-Mills fields | Dave Pandres |
| 761-777 | Relaxation-time approximation for a Boltzmann gas in Robertson-Walker universe models | Zbigniew Banach and Hanna Makaruk |
| 779-799 | Lorentz matrices: A review | I. J. Good |
| 801-887 | Introduction to Dubois-Violette's noncommutative differential geometry | A. E. F. Djemai |
| 889-893 | The q-Deformed Cartesianosp(1/2) algebra | Won-Sang Chung |
| 895-901 | Limits on the kappa parameter (k) of the W Boson at the collider detector at Fermilab (CDF) | Mark A. Samuel, G. Li, Nita Sinha, M. K. Sundaresan and Rahul Sinha |
| 903-920 | Theorems on estimating perturbative coefficients in quantum field theory and statistical physics | Mark A. Samuel and Stephen D. Druger |
| 921-928 | Relativistic quarks bound with a one-body tensor potential | George L. Strobel |
| 929-943 | Constant-cutoff approach to magnetic moments of hyperons | Nils Dalarsson |
| 945-950 | Yang-Mills gauge theory and gravitation | E. Stedile and R. Duarte |
| 951-959 | Finite-temperature gravitational Čerenkov radiation | Miroslav Pardy |
| 961-968 | Quantum theory of a Friedmann field | Alexander Pavlov |
| 969 | Erratum |
| 711-740 | Knot symbols: A tool to describe and simplify knot diagrams | M. Bruschi |
| 741-745 | Hawking-Unruh effect on thermal equilibrium state | Zhao Zheng, Zhu Jianyang and B. Misra |
| 747-753 | Generalized deformed para-Bose oscillator and its coherent states | Ha Huy Bang |
| 755-782 | Universal charge distribution and nonlocal quantum electrodynamics | Kh. Namsrai |
| 783-805 | Constant-cutoff approach to pion-nucleon scattering | Nils Dalarsson |
| 807-817 | Extended electron and nonlocal electromagnetic interaction: The perturbation theory | Kh. Namsrai and N. Njamtseren |
| 819-837 | Constant-cutoff approach to Λ (1405) resonance in the bound-state soliton model | Nils Dalarsson |
| 839-845 | Mutual information of ising systems | Hiroyuki Matsuda, Kiyoshi Kudo, Ryoku Nakamura, Osamu Yamakawa and Takuo Murata |
| 847-857 | Second quantization in a waveguide with variable cross section | M. Razavy |
| 859-901 | Logic, states, and quantum probabilities | Rachel Wallace Garden |
| 903-909 | Multi-Hamiltonian structure of kdv hierarchy by Drienfeld-Sokolov formalism | Swapna Ray Jain |
| 911-940 | Automaton logic | M. Schaller and K. Svozil |
| 941-973 | Dripping faucet | A. D'Innocenzo and L. Renna |
| 975-1011 | Symmetries and constants of the motion for singular Lagrangian systems | Manuel de Léon and David Martín de Diego |
| 1013-1017 | Weyl, curvature, ricci, and metric tensor symmetries | Ashfaque H. Bokhari, Shahan Ahmad and Amjad Pervez |
| 1017 | Weyl, curvature, ricci, and metric tensor symmetries | Ashfaque H. Bokhari, Shahan Ahmad and Amjad Pervez |
| 1019-1026 | Traveling-wave-type gravitational soliton solutions | Guang-Wen Ma |
| 1027-1032 | Space-times with covariant-constant energy-momentum tensor | M. C. Chaki and Sarbari Ray |
| 1033-1035 | Large numbers hypothesis: Reply to a paper by Beesham | Marcelo S. Berman |
| 1805-1819 | Axiomatic foundations of quantum mechanics revisited: The case for systems | S. E. Perez-Bergliaffa, G. E. Romero and H. Vucetich |
| 1821-1837 | Quaternions for GUTs | Stefano De Leo |
| 1839-1847 | Quantum spacetime | A. R. Marlow |
| 1849-1900 | Dirac-Hestenes spinor fields on Riemann-Cartan manifolds | W. A. Rodrigues, Q. A. G. de Souza, J. Vaz and P. Lounesto |
| 1901-1908 | Group-Theoretic analysis of the mixing angle in the electroweak gauge group | V. Aldaya, M. Calixto and J. Guerrero |
| 1909-1946 | Quantum stochastic evolutions | G. O. S. Ekhaguere |
| 1947-1992 | Phase-space representation of quantum systems in the relative-state formulation | Masashi Ban |
| 1993-2011 | Fractals, clusters, and order-statistics: A new relation between probability and entropy | B. H. Lavenda |
| 2013-2018 | Spectrum of γ-Fluids: A statistical derivation | J. A. E. Carrillo, J. A. S. Lima and A. Maia |
| 2019-2028 | Unified description of the early universe | J. C. Carvalho |
| 1941-1958 | Moment problem for effect algebras | Miloslav Duchoň, Anatolij Dvurečenskij and Paolo de Lucia |
| 1959-1964 | Two-dimensional noncommutative quantum dynamics | Won-Sang Chung |
| 1965-1971 | Quantum mechanical effects of a nondissipative mesoscopic capacitance coupling circuit with source | Zhao-xian Yu, De-xing Zhang and Ye-hou Liu |
| 1973-1980 | Formal existence and uniqueness of the Reichenbachian common cause on Hilbert lattices | Gábor Hofer-Szabó |
| 1981-1989 | Smooth loops, generalized coherent states, and geometric phases | Alexander I. Nesterov and Lev V. Sabinin |
| 1991-2003 | Reducibility of supersymmetric quantum mechanics | Jules Beckers, Nathalie Debergh and Anatolia G. Nikitin |
| 2005-2012 | Potentials of pointlike particles in gauge theory with a dilaton | Rainer Dick |
| 2013-2021 | Classical spin in a potential field | G. N. Ord and A. S. Deakin |
| 2023-2034 | Fermion masses in a strong Yukawa coupling model | Keyan Yang |
| 2035-2042 | Duality and the cosmological constant | Hadi Salehi |
| 2043-2049 | Phase-coupled nonlinear dynamical systems, stability, first integrals, and Liapunov exponents | W. -H. Steeb and M. A. van Wyk |
| 2051-2066 | Application of the quantum mechanical hypervirial theorems to even-power series potentials | Th. E. Liolios and M. E. Grypeos |
| 2067-2077 | Aharonov-Bohm shift as a shift in normal coordinates | Walter C. Henneberger |
| 2079-2097 | Nonlinear electrohydrodynamic Rayleigh-Taylor instability with mass and heat transfer subject to a vertical oscillating force and a horizontal electric field | Abdel Raouf F. Elhefnawy, Yusry O. El-Dib and Yassmen D. Mahmoud |
| 2099-2105 | Differential constrains, recursion operators, and logical integrability | Ahmet Satir |
| 2107-2113 | Two-dimensionalRn-gravitation | Alexander Pavlov |
| 2115-2152 | Riemann-Cartan-Weyl quantum geometry. II Cartan stochastic copying method, Fokker-Planck operator and Maxwell-de Rham equations | Diego L. Rapoport |
| 2153-2159 | Zeroth law of thermodynamics and transitivity of simultaneity | Zhao Zheng and Ping Chen |
| 2717-2753 | Thermodynamic Cost of Reliability and Low Temperatures: Tightening Landauer's Principle and the Second Law | D. Janzing, P. Wocjan, R. Zeier, R. Geiss and Th. Beth |
| 2755-2760 | Entangled Quantum States | Willi-Hans Steeb and Yorick Hardy |
| 2761-2778 | Probing Quantum Structure with Boolean Localization Systems | Elias Zafiris |
| 2779-2796 | Enlarged Geometries of Gauge Bundles | R. Aldrovandi and A. L. Barbosa |
| 2797-2836 | Gauge and Space-Time Symmetry Unification | J. Besprosvany |
| 2837-2851 | Soliton Evolution in the Composite-Boson Field | Yi-shi Duan, Pengming Zhang and Hong Zhang |
| 2853-2865 | Correlation of the Flux Tube Constant with the Nucleon Electric Polarizability | George L. Strobel |
| 2867-2874 | Origin of Radiation Reaction | Amos Harpaz and Noam Soker |
| 2875-2890 | Nambu Mechanics in the Lagrangian Formalism | Tsuyoshi Ogawa and Toshiaki Sagae |
| 2891-2898 | Schild's Ladder Parallel Transport Procedure for an Arbitrary Connection | Arkady Kheyfets, Warner A. Miller and Gregory A. Newton |
| 603-684 | Fields on the Poincaré Group: Arbitrary Spin Description and Relativistic Wave Equations | D. M. Gitman and A. L. Shelepin |
| 685-701 | Pseudoeffect Algebras. I. Basic Properties | Anatolij Dvurečenskij and Thomas Vetterlein |
| 703-726 | Pseudoeffect Algebras. II. Group Representations | Anatolij Dvurečenskij and Thomas Vetterlein |
| 727-753 | Congruences of Dislocations in Continuously Dislocated Crystals | A. Trzęsowski |
| 755-765 | Classical Projections of Quantum Mechanics and the Limit ħ → 0 | Marcel Polakovič |
| 767 | Erratum: Limit of Classical Projections of Quantum Mechanics as ħ → 0 | Marcel Polakovič |
| 769-805 | Discrete Symmetries and Clifford Algebras | V. V. Varlamov |
| 807-818 | Squeezed Vector and Its Phase Distribution in a Deformed Hilbert Space | P. K. Das |
| 819-833 | Nonlinear Phase Changes in a Deformed Hilbert Space | P. K. Das |
| 835-847 | Quantum Analogue of Ermakov Systems and the Phase of the Quantum Wave Function | R. S. Kaushal |
| 849-859 | Neutrino Oscillations in Caianiello's Quantum Geometry Model | V. Bozza, S. Capozziello, G. Lambiase and G. Scarpetta |
| 861-874 | Density Matrix Theory for the BDS-Hamiltonian | Dušan Popov |
| 875-901 | n-Dimensional Gravity: Little Black Holes, Dark Matter, and Ball Lightning | Mario Rabinowitz |
| 903-911 | Black Hole Entropy: Membrane Approach | Li Xiang and Zhao Zheng |
| 913-920 | Sharp Elements in Effect Algebras | Zdenka Riečanová |
| 921-933 | Braided Coadditive Differential Complexes on Quantized Braided Groups | Ya-Jun Gao and Yuan-Xing Gui |
| 935-984 | Superconformal Interpretation of BPS States in AdS Geometries | Sergio Ferrara and Emery Sokatchev |
| 985-999 | Gravitational Decoherence and EPR Correlations | Z. Haba |
| 1001-1008 | Black Hole and Cosmic Entropy for Schwarzschild–de Sitter Space–Time | Wu Yueqin, Zhang Lichun and Zhao Ren |
| 1009-1019 | Fermionic Entropy in Kerr Black Hole Space–Time Background | You-Gen Shen and Zong-Yi Cheng |
| 1021-1031 | Gravitomagnetic and Gravitoelectric Waves in General Relativity | Ivan Tolstoy |
| 1033-1060 | Liquid Helium-4 in the Static Fluctuation Approximation | M. K. Al-Sugheir, H. B. Ghassib and R. R. Nigmatullin |
| 1061-1069 | States on Orthomodular Posets of Decompositions | John Harding |
| 1071-1112 | Theory of a Pair of Quantum Bits | Hans J. Kummer |
| 1113-1119 | One-Parameter Inhomogeneous Differential Realizations and Boson–Fermion Realizations of the gl(2¦1) Superalgebra | Yong-Qing Chen |
| 1121-1149 | Precanonical Quantum Gravity: Quantization Without the Space–Time Decomposition | Igor V. Kanatchikov |
| 1151-1171 | Symmetry Reduction From Interactions to Particles | Heinrich Saller |
| 1173-1181 | Proton Transport in Hydrogen-Bonded Chains in the Presence of an External Field | Yuan-Fa Cheng |
| 1183-1196 | Autonomous Forms and Exact Solutions of Equations of Motion of Polytropic Gas | E. M. E. Zayed and Hassan A. Zedan |
| 1197-1205 | Poincaré-Cartan Integral Variants and Invariants of Nonholonomic Constrained Systems | Y. X. Guo, M. Shang, S. K. Luo and F. X. Mei |
| 1207 | Erratum: Quantum Group Symmetry of the Hubbard Model | E. Ahmed and A. S. Hegazi |
| 1387-1410 | Orthomodular Lattices and a Quantum Algebra | Norman D. Megill and Mladen Pavičić |
| 1411-1426 | Consistent Histories Approach to the Unruh Effect | Duncan Noltingk |
| 1427-1452 | New Effect for Detecting Gravitational Waves by Amplification with Electromagnetic Radiation | Hans-Joachim Schorn |
| 1453-1474 | Quantum Field Formalism for the Electromagnetic Interaction of Composite Particles in a Nonrelativistic Gauge Model | E.C. Manavella |
| 1475-1489 | Relativistic Wave Equations and Hydrogenic Atoms | B.A. Robson and S.H. Sutanto |
| 1491-1499 | Relativistic Wave Equations and Compton Scattering | B.A. Robson and S.H. Sutanto |
| 1501-1509 | Variational Formulation of Approximate Symmetries and Conservation Laws | A.G. Johnpillai and A.H. Kara |
| 1511-1523 | Finslerian N-Spinors: Algebra | A.V. Solov'yov and Yu.S. Vladimirov |
| 1525-1543 | Hidden Variables or Positive Probabilities? | Tony Rothman and E.C.G. Sudarshan |
| 1-37 | Causal Set Dynamics and Elementary Particles | Alexey L. Krugly |
| 39-43 | Ermakov Approach for Minisuperspace Oscillators | H.C. Rosu and J. Socorro |
| 45-61 | Recurrence in Quantum Mechanics | Rocco Duvenhage |
| 63-77 | Quantum and Classical Brackets | Vladimir V. Kisil |
| 79-88 | Poincaré Covariance of Relativistic Quantum Position | Sz. Farkas, Z. Kurucz and M. Weiner |
| 89-99 | Quantum Monodromy in the Spectrum of Schrödinger Equation with a Decatic Potential | Shi-Hai Dong |
| 101-107 | Hawking Radiation Arising from the Electromagnetic Fields in the Kerr–Newman Black Hole | Jiliang Jing |
| 109-129 | Composite Surface Integral Transforms in Neutron Therapy of Cancer | Nassar H. S. Haidar |
| 131-135 | Value of the Cosmological Constant in the Cosmological Relativity Theory | Moshe Carmeli and Tanya Kuzmenko |
| 137-158 | Full Causal Theory of Bulk Viscosity and Specific Entropy of the Universe | S.S. De |
| 159-170 | Entropies of Static Dilaton Black Holes from the Cardy Formula | Jiliang Jing |
| 1423-1480 | Quantum Theory of Elementary Processes | Andrei A. Galiautdinov |
| 1481-1490 | Trapped Fermions in Gravitational Field | Igor K. Kulikov |
| 1491-1509 | Probability Collectives for Unstable Particles | Heinrich Saller |
| 1511-1524 | Smearings of States Defined on Sharp Elements Onto Effect Algebras | Zdenka Riečanová |
| 1525-1539 | Nuclear Algebraic Geometry and SO(10) | J. A. de Wet |
| 1541-1562 | Nonequivalent Representations of Nuclear Algebras of Canonical Commutation Relations: Quantum Fields | G. Sardanashvily |
| 1563-1572 | Gauging Dual Symmetry | Akira Kato and Douglas Singleton |
| 1573-1590 | Frequently Asked Questions About Decoherence | Charis Anastopoulos |
| 1591-1595 | Electro-Strong Interaction and High Q2 Events at HERA | P. C. M. Yock |
| 1597-1625 | Nonperturbative Time-Independent Green Function of Matrix Schrödinger Equation. General Formalism and Quasiclassical Representation | Alexander I. Pegarkov |
| 2311-2318 | Visualization of Effect Algebras by Automorphisms | Anatolij Dvurečenskij |
| 2319-2338 | Spinning Particles in Curved Spacetime | M. Hossain Ali |
| 2339-2368 | Algebra of Deformed Differential Operators and Induced Integrable Toda Field Theory | I. Benkaddour, M. Hssaini, M. Kessabi, B. Maroufi and M. B. Sedra |
| 2369-2393 | Supersymmetry and Superfields in Three Euclidean Dimensions | D. G. C. McKeon and T. N. Sherry |
| 2395-2410 | Front-Form Hamiltonian, Path Integral, and BRST Formulations of the Siegel Action | U. Kulshreshtha and D. S. Kulshreshtha |
| 2411-2416 | Quantum Fluctuation in Thermal Vacuum State for a Mesoscopic RLC Circuit | Tong-Qiang Song and Yue-Jin Zhu |
| 2417-2426 | Majorana Transformation for Differential Equations | S. Esposito |
| 2427-2437 | Nonclassical Properties of Orthonormalized Eigenstates of the Operator (aqf(Nq))k | Ji-Suo Wang, Jian Feng, Tang-Kun Liu and Ming-Sheng Zhan |
| 145 | The Digital Perspective | Ed Fredkin |
| 147-151 | A Digital Perspective and the Quest for Substrate-Universal Behaviors | Tommaso Toffoli |
| 153-176 | Quantum Information: Qubits and Quantum Error Correction | Charles H. Bennett |
| 177-187 | The Qubits of Qunivac | David Ritz Finkelstein |
| 189-247 | An Introduction to Digital Philosophy | Edward Fredkin |
| 249-275 | Digital Studies and Perspectives for N-Body Modelling in Physics | Donald Greenspan |
| 277-295 | Debugging the Universe | Brian Hayes |
| 297-299 | Speculations on Dislocations in a Discrete Model of Space-Time | Thomas F. Knight |
| 301-307 | Explicit Finitism | András Kornai |
| 309-327 | Looking at Nature as a Computer | Norman Margolus |
| 329-348 | Discrete, Amorphous Physical Models | Erik Rauch |
| 349-354 | Can Quantum Mechanics Be Reconciled with Cellular Automata? | Gerard 't Hooft |
| 355-361 | Determinism in Free Bosons | Gerard 't Hooft |
| 363-381 | What Is the Lagrangian Counting? | Tommaso Toffoli |
| 383-426 | Foundation for Quantum Computing | S. A. Selesnick |
| 427-441 | Structure of Malicious Singularities | Michael Heller, Zdzislaw Odrzygóźdź, Leszek Pysiak and Wieslaw Sasin |
| 443-463 | Quantum Field Theory and Dense Measurement | Daniel Bar |
| 465-497 | Quantum Mechanics in Curved Configuration Space | E. A. Tagirov |
| 499-506 | Spinor Representation of Electromagnetic Fields on Noncommutative Spaces | Liangzhong Hu and Adonai S. Sant'Anna |
| 507-521 | Derivations on Novikov Algebras | Chengming Bai, Daoji Meng and Sui He |
| 523-529 | Spin-Dependent Forces and Current Quark Masses | George L. Strobel |
| 531-547 | Pair Production in a Uniform Electric Field | Jaume Haro |
| 549-567 | Quantum Properties of Odd Excited Negative Binomial States of the Radiation Field | H. H. Salah, M. Darwish and A.-S. F. Obada |
| 569-581 | Hamiltonians and Green's Functions Which Interpolate Between Two and Three Dimensions | Rainer Dick |
| 583-633 | General Solutions of Relativistic Wave Equations | V. V. Varlamov |
| 2575-2602 | Quantum Set Theory | Satoko Titani and Haruhiko Kozawa |
| 2603-2608 | Quantum-Logics-Valued Measure Convergence Theorem | Wu Junde, Lu Shijie and Cho Minhyung |
| 2609-2704 | Noncommutative Field Theory | Kh. Namsrai |
| 2705-2720 | Topological Five-Dimensional Chern–Simons Gravity Theory in the Canonical Covariant Formalism | O. S. Zandron |
| 2721-2734 | Phase Measurement in Interacting Fock Space | Luigi Accardi and P. K. Das |
| 2735-2763 | Quantum Mechanics of Two-Field Parametric Frequency Converter Interacting with a Single Atom | M. Sebawe Abdalla, A. S.-F. Obada and E. M. Khalil |
| 2765-2795 | N-Loop Treatment of Overlapping Diagrams by the Implicit Regularization Technique | S. R. Gobira and M. C. Nemes |
| 2325-2354 | Indeterministic Objects in the Category of Effect Algebras and the Passage to the Semiclassical Limit | Artur E. Ruuge |
| 2355-2369 | Hamiltonian and Path Integral Formulations of the Nambu-Goto D1-Brane Action With and Without a Dilaton Field Under Gauge-Fixing | Usha Kulshreshtha and D. S. Kulshreshtha |
| 2371-2394 | A Noncommutative Approach to Ordinary Differential Equations | F. Bagarello |
| 2395-2403 | Yangian Realization for Dirac Oscillator | Chunfeng Wu and Kang Xue |
| 2405-2421 | Nonlinear Jaynes–Cummings Model of Atom–Field Interaction | S. Sivakumar |
| 2423-2433 | Quantal Poincaré-Cartan Integral Invariant for Field Theory | Zhang Ying and Li Ziping |
| 2435-2445 | Superpositional Quantum Network Topologies | Christopher Altman, Jaroslaw Pykacz and Romàn R. Zapatrin |
| 2447-2460 | Pseudo Difference Posets and Pseudo Boolean D-Posets | Shang Yun, Li Yongming and Chen Maoyin |
| 2461-2481 | Quantum Number Theory | Kenji Tokuo |
| 1-9 | Stochastic Quantization of Time-Dependent Systems by the Haba and Kleinert Method | F. Haas |
| 11-19 | Ortho and Causal Closure as a Closure Operations in the Causal Logic | W. Cegła and J. Florek |
| 21-34 | SL(2; R) Duality of the Noncommutative DBI Lagrangian | Davoud Kamani |
| 35-42 | Contact Structure with Basic Potentials | F. A. M. Frescura and G. Lubczonok |
| 43-52 | Geometrization of the Gauge Connection within a Kaluza–Klein Theory | Giovanni Montani |
| 53-62 | Action Principle and Algebraic Approach to Gauge Transformations in Gauge Theories | E. B. Manoukian and S. Siranan |
| 63-77 | Thomas Rotation and Thomas Precession | Tamás Matolcsi and Máté Matolcsi |
| 79-93 | Torsion, Scalar Field, Mass and FRW Cosmology | Prasanta Mahato |
| 95-125 | Wavelength-Dependent Modifications in Helmholtz Optics | Sameen Ahmed Khan |
| 127-138 | Determination of the Electromagnetic Lagrangian from a System of Poisson Brackets | Paul Bracken |
| 139-160 | Kochen–Specker Theorem for von Neumann Algebras | Andreas Döring |
| 161-194 | Quantization as Selection Problem | Peter Enders and Dieter Suisky |
| 195-218 | Faint Young Sun, Planetary Paleoclimates and Varying Fundamental Constants | Roman Tomaschitz |
| 219-228 | Information and Distinguishability of Ensembles of Identical Quantum States | Lev B. Levitin, Tom Toffoli and Zac Walton |
| 229-234 | Casimir Torque for a Perfectly Conducting Wedge: A Canonical Quantum Field Theoretical Approach | H. Razmi and S. M. Modarresi |
| 235-244 | New Junction Conditions for Signature Change: Null Boundary Proposal | Kourosh Nozari |
| 245-254 | Congruences of Fluids in a Finslerian Anisotropic Space-Time | P. C. Stavrinos |
| 255-265 | Dark Multi-Soliton Solution of the Nonlinear Schrödinger Equation with Non-Vanishing Boundary | Hao Cai, Feng-Ming Liu and Nian-Ning Huang |
| 267-276 | Bundle Theory of Improper Spin Transformations | D. B. Cervantes, S. L. Quiroga, L. J. Perissinotti and M. Socolovsky |
| 277-282 | Nonlinear Full Invariant of Compact Banach-Space Maps | Wu Junde, Tang Zhifeng and Cui Chengri |
| 283-291 | Cosmological Implication of the Trace Anomaly | Y. Bisabr |
| 293-301 | New Solitary Wave Solutions to the KdV-Burgers Equation | Xie Yuanxi and Tang Jiashi |
| 303-308 | Proca Effect in Reissner–Nordstrom de Sitter Metric | Changsheng Shi and Zhongzhu Liu |
| 309-317 | Dynamics of Solitons in Coupled System of Scalar Fields | K. Mansouri and N. Riazi |
| 319-326 | Effective Action for a Statistical System with a Field Dependent Wave Function | Pierre Gosselin, Hervé Mohrbach and Alain Bérard |
| 327-348 | Wigner Distribution Function for the Time-Dependent Quadratic-Hamiltonian Quantum System using the Lewis–Riesenfeld Invariant Operator | Jeong Ryeol Choi |
| 349-362 | The Carmeli Metric Correctly Describes Spiral Galaxy Rotation Curves | John G. Hartnett |
| 363-373 | Inverse Variational Problem for Nonlinear Evolution Equations | S. Ghosh, U. Das and B. Talukdar |
| 375-383 | Modeling Modal Talk in Quantum Mechanics | Thomas Müller |
| 385-397 | Evolution of Orbits and Quantum Correlation Functions by Quadratic Hamiltonians | Marcel Polakovič |
| 399-428 | Gentzen-Type Calculi for Involutive Quantales | Norihiro Kamide |
| 429-442 | Quantum Mechanics from Two Physical Postulates | Mohammad Mehrafarin |
| 443-455 | Quark Masses in Terms of Gauge Constants and Cabibbo Angle | C. V. A. V. B. Chandra Raju and Prudhvi R. Chintalapati |
| 457-469 | Magnetic Symmetry, Regge Trajectories, and the Linear Confinement in Dual QCD | Hemwati Nandan, H. C. Chandola and H. Dehnen |
| 471-483 | Remarks on Perturbation of Infinite Networks of Identical Resistors | J. H. Asad, R. S. Hijjawi, A. Sakaj and J. M. Khalifeh |
| 485-492 | Carmeli’s Accelerating Universe is Spatially Flat Without Dark Matter | John Hartnett |
| 493-528 | Quantum Vacuum Radiation and Detection Proposals | Haret C. Rosu |
| 529-538 | Application of Entangled State Representation to Deriving Normally Ordered Expansion of 1-Dimensional Coulomb Potential | Hong-yi Fan and Liang Fu |
| 539-548 | Group-Valued Measures on the Lattice of Closed Subspaces of a Hilbert Space | John Harding, Ekaterina Jager and Derek Smith |
| 549-566 | D = 5, N = 2 Geometric Higher Curvature Supergravity in the Second-Order Canonical Theory | O. S. Zandron |
| 567-579 | Black Hole Entropies of the Thin Film Model and the Membrane Model Without Cutoffs | Cheng-Zhou Liu |
| 581-586 | Two Variables Operation Continuity of Effect Algebras | Wu Junde, Tang Zhifeng and Cho Minhyung |
| 587-603 | Hamiltonian and Path Integral Formulations of the Born–Infeld Nambu–Goto D1-Brane Action with and Without a Dilation Field Under Gauge-Fixing | Usha Kulshreshtha and D. S. Kulshreshtha |
| 605-607 | A Short-Range Force | B. G. Sidharth |
| 609-617 | Stochastic Quantization of Time-Dependent Systems by the Haba and Kleinert Method | F. Haas |
| 619-628 | Noncommutative Dynamics of Random Operators | Michael Heller, Leszek Pysiak and Wiesłw Sasin |
| 629-636 | Synchronization of the Frenet–Serret Linear System with a Chaotic Nonlinear System by Feedback of States | G. Solis-Perales, H. C. Rosu and C. Hernandez-Rosales |
| 637-644 | On a Measure on the Inductive Limit of Projection Logics | Marjan Matvejchuk and Elena Vladova |
| 645-654 | Particle Creation in Anisotropically Expanding Universe | P. K. Suresh |
| 655-689 | A Noncommutative Theory of Penrose Tilings | Christopher J. Mulvey and Pedro Resende |
| 1663-1664 | Preface | E. Gunzig, B. L. Hu and E. Verdaguer |
| 1665-1689 | Retarded Green Functions and Modified Dispersion Relations | Daniel Arteaga, Renaud Parentani and Enric Verdaguer |
| 1691-1704 | Early Universe Quantum Processes in BEC Collapse Experiments | E. A. Calzetta and B. L. Hu |
| 1705-1727 | Inflationary Spectra, Decoherence, and Two-Mode Coherent States | David Campo and Renaud Parentani |
| 1729-1741 | Frozen Rigging Model of the Energy Dominated Universe | randon Carter |
| 1743-1752 | Deconstruction of Gravity | C. Deffayet and J. Mourad |
| 1753-1768 | Stochastic Spacetime and Brownian Motion of Test Particles | L. H. Ford |
| 1769-1783 | Group Field Theory: An Overview | L. Freidel |
| 1785-1806 | Can Spacetime be a Condensate? | B. L. Hu |
| 1807-1837 | Black Hole Entropy: Inside or Out? | Ted Jacobson, Donald Marolf and Carlo Rovelli |
| 1839-1854 | Minimally Coupled FRW Cosmologies as Dynamical Systems | Luis Lara and Mario Castagnino |
| 1855-1874 | How Phase Transitions Induce Classical Behaviour | R. J. Rivers and F. C. Lombardo |
| 1383-1389 | Glafka–2004 ‘Iconoclasm’: The Soul and Spirit of the Meeting | Ioannis Raptis |
| 1390-1396 | Glafka 2004: Generalizing Quantum Mechanics for Quantum Gravity | James B. Hartle |
| 1397-1427 | General Quantization | David Ritz Finkelstein |
| 1428-1438 | 4-Dimensional Einstein Gravity Extended by a 3-Dimensional Gravitational Chern-Simons Term | R. Jackiw |
| 1439-1466 | Glafka-2004: Non-Commutative Worlds | Louis H. Kauffman |
| 1467-1482 | Glafka 2004: The Decoherent Histories Approach to the Quantization of Cosmological Models | J. J. Halliwell |
| 1483-1494 | Glafka 2004: Some Remarks on the Role of Complex Numbers in Quantum Theory | Charis Anastopoulos |
| 1495-1523 | Glafka-2004: Categorical Quantum Gravity | Ioannis Raptis |
| 1524-1551 | A Topos Perspective on State-Vector Reduction | C. J. Isham |
| 1552-1588 | Geometry and Physics Today | Anastasios Mallios |
| 1589-1611 | Glafka 2004: Spacetime Topology from the Tomographic Histories Approach |