Representation theory of central topological groups
Siegfried
Grosser;
Martin
Moskowitz
361-390
Complex cubic splines
J. H.
Ahlberg;
E. N.
Nilson;
J. L.
Walsh
391-413
A study of metric-dependent dimension functions
Keiô
Nagami;
J. H.
Roberts
414-435
Classes of semi-inner-product spaces
J. R.
Giles
436-446
On a piece of hypersurface in a Riemannian manifold with mean curvature bounded away from zero
Yoshie
Katsurada
447-457
The numerical solutions of the eigenvalue problem for compact integral operators
Kendall E.
Atkinson
458-465
Extremal problems in the class of close-to-convex functions
Bernard
Pinchuk
466-478
Abstract: The class K of normalized close-to-convex functions in $D = \{ z:\vert z\vert < 1\}$ has a parametric representation involving two Stieltjes integrals. Using a variational method due to G. M. Goluzin [2] for classes of analytic functions defined by a Stieltjes integral, variational formulas are developed for K. With these variational formulas, two general extremal problems within K are solved. The first problem is to maximize the functional
Subharmonic functions in the half-plane
Jun-iti
Itô
479-499
Disconjugate linear differential operators
Zeev
Nehari
500-516
Real characters and the radical of an abelian group
J. E.
Diem;
F. B.
Wright
517-529
$M$-semiregular subalgebras in hyperfinite factors
Sister Rita Jean
Tauer
530-541
On rates of convergence for the invariance principle
Walter A.
Rosenkrantz
542-552