NAG recommends that you read the following minimum reference material before calling any library routine:
(a) Essential Introduction
(b) Chapter Introduction
(c) Routine Document
(d) Implementation-specific Users' Note
Items (a), (b) and (c) are included in the NAG Fortran Library Manual; items (a) and (b) are also included in the NAG Fortran Library Introductory Guide; item (d) is this document which is provided in both HTML form and plain text form. Item (a) is also supplied in plain text form.
FORTRAN /G_FLOATING <program>where <program> is the name of a .FOR file containing your program.
To link a program with the NAG Library, assuming that the library has been associated with a LNK$LIBRARY logical, type
LINK <program>where <program> is the name of a .OBJ file containing your compiled program.
To run the program, type
ASSIGN <data> FOR005 ASSIGN <results> FOR006 RUN <program>where <program> is the name of a .EXE file containing your linked program, <data> is data to be read from Fortran channel 5, and <results> are results to be written to Fortran channel 6.
In the NAG Fortran Library Manual, routine documents that have been typeset since Mark 12 present the example programs in a generalised form, using bold italicised terms as described in Section 3.3.
In other routine documents, the example programs are in single precision and require modification for use with double precision routines. This conversion can entail:
The example programs supplied to a site in machine-readable form have been modified as necessary so that they are suitable for immediate execution. Note that all the distributed example programs have been revised and do not correspond exactly with the programs published in the manual, unless the documents have been recently typeset. The distributed example programs should be used in preference wherever possible.
real - DOUBLE PRECISION (REAL*8) basic precision - double precision complex - COMPLEX*16 additional precision - quadruple precision (REAL*16) machine precision - the machine precision, see the value returned by X02AJF in Section 4
Thus a parameter described as real should be declared as DOUBLE PRECISION in your program. If a routine accumulates an inner product in additional precision, it is using software to simulate quadruple precision.
In routine documents that have been newly typeset since Mark 12 additional bold italicised terms are used in the published example programs and they must be interpreted as follows:
real as an intrinsic function name - DBLE imag - DIMAG cmplx - DCMPLX conjg - DCONJG e in constants, e.g. 1.0e-4 - D, e.g. 1.0D-4 e in formats, e.g. e12.4 - D, e.g. D12.4
All references to routines in Chapter F07 - Linear Equations (LAPACK) and Chapter F08 - Least-squares and Eigenvalue Problems (LAPACK) use the LAPACK name, not the NAG F07/F08 name. The LAPACK name is precision dependent, and hence the name appears in a bold italicised typeface.
The typeset examples use the single precision form of the LAPACK name. To
convert this name to its double precision form, change the first character
either from S to D or C to Z as appropriate.
For example:
sgetrf refers to the LAPACK routine name - DGETRF cpotrs - ZPOTRS
See Section 5 for additional documentation available from NAG.
S07AAF F(1) = 1.0D+13 F(2) = 1.0D-14 S10AAF E(1) = 18.50 S10ABF E(1) = 709.0 S10ACF E(1) = 709.0 S13AAF x(hi) = 709.0 S13ACF x(hi) = 1.0D+16 S13ADF x(hi) = 1.0D+17 S14AAF IFAIL = 1 if X > 170.0 IFAIL = 2 if X < -170.0 IFAIL = 3 if abs(X) < 1.12D-308 S14ABF IFAIL = 2 if X > 1.28D+305 S15ADF x(hi) = 26.6 x(low) = -6.25 S15AEF x(hi) = 6.25 S17ACF IFAIL = 1 if X > 1.0D+16 S17ADF IFAIL = 1 if X > 1.0D+16 IFAIL = 3 if 0.0 < X <= 1.12D-308 S17AEF IFAIL = 1 if abs(X) > 1.0D+16 S17AFF IFAIL = 1 if abs(X) > 1.0D+16 S17AGF IFAIL = 1 if X > 103.9 IFAIL = 2 if X < -5.6D+10 S17AHF IFAIL = 1 if X > 104.1 IFAIL = 2 if X < -5.6D+10 S17AJF IFAIL = 1 if X > 104.1 IFAIL = 2 if X < -1.8D+9 S17AKF IFAIL = 1 if X > 104.1 IFAIL = 2 if X < -1.8D+9 S17DCF IFAIL = 2 if abs (Z) < 9.81D-306 IFAIL = 4 if abs (Z) or FNU+N-1 > 3.27D+4 IFAIL = 5 if abs (Z) or FNU+N-1 > 1.07D+9 S17DEF IFAIL = 2 if imag (Z) > 702.0 IFAIL = 3 if abs (Z) or FNU+N-1 > 3.27D+4 IFAIL = 4 if abs (Z) or FNU+N-1 > 1.07D+9 S17DGF IFAIL = 3 if abs (Z) > 1.02D+3 IFAIL = 4 if abs (Z) > 1.04D+6 S17DHF IFAIL = 3 if abs (Z) > 1.02D+3 IFAIL = 4 if abs (Z) > 1.04D+6 S17DLF IFAIL = 2 if abs (Z) < 9.81D-306 IFAIL = 4 if abs (Z) or FNU+N-1 > 3.27D+4 IFAIL = 5 if abs (Z) or FNU+N-1 > 1.07D+9 S18ADF IFAIL = 2 if 0.0 < X <= 1.12D-308 S18AEF IFAIL = 1 if abs(X) > 712.3 S18AFF IFAIL = 1 if abs(X) > 712.3 S18CDF IFAIL = 2 if 0.0 < X <= 1.12D-308 S18DCF IFAIL = 2 if abs (Z) < 9.81D-306 IFAIL = 4 if abs (Z) or FNU+N-1 > 3.27D+4 IFAIL = 5 if abs (Z) or FNU+N-1 > 1.07D+9 S18DEF IFAIL = 2 if real (Z) > 702.0 IFAIL = 3 if abs (Z) or FNU+N-1 > 3.27D+4 IFAIL = 4 if abs (Z) or FNU+N-1 > 1.07D+9 S19AAF IFAIL = 1 if abs(x) >= 49.50 S19ABF IFAIL = 1 if abs(x) >= 49.50 S19ACF IFAIL = 1 if X > 998.24 S19ADF IFAIL = 1 if X > 998.24 S21BCF IFAIL = 3 if an argument < 9.944D-206 IFAIL = 4 if an argument >= 5.990D+202 S21BDF IFAIL = 3 if an argument < 2.238D-103 IFAIL = 4 if an argument >= 1.769D+102
X01AAF (PI) = 3.1415926535897932 X01ABF (GAMMA) = 0.5772156649015329
The basic parameters of the model
X02BHF = 2 X02BJF = 53 X02BKF = -1023 X02BLF = 1023 X02DJF = .TRUE.Derived parameters of the floating-point arithmetic
X02AJF = '0000000000003CC0'X ( 1.11022302462516D-16 ) X02AKF = '0000000000000010'X ( 5.56268464626804D-309 ) X02ALF = 'FFFFFFFFFFFF7FFF'X ( 8.98846567431158D+307 ) X02AMF = '0074000000000020'X ( 1.11253692925364D-308 ) X02ANF = '0001000000000040'X ( 4.45014771701443D-308 )Parameters of other aspects of the computing environment
X02AHF = '0000000000004970'X ( 1.42724769270596D+45 ) X02BBF = 2147483647 X02BEF = 15 X02DAF = .FALSE.
A full on-line version of the NAG Fortran Library Manual is available in the form of Portable Document Format (PDF) files. Please contact NAG if you are interested in this.
The NAG Response Centres are available for general enquiries from all users and also for technical queries from sites with an annually licensed product or support service.
The Response Centres are open during office hours, but contact is possible by fax, email and phone (answering machine) at all times.
When contacting a Response Centre please quote your NAG site reference and NAG product code (in this case FLDVV19DG).
The NAG websites are an information service providing items of interest to users and prospective users of NAG products and services. The information is reviewed and updated regularly and includes implementation availability, descriptions of products, downloadable software, product documentation and technical reports. The NAG websites can be accessed at
or
http://www.nag.com/ (in North America)
or
http://www.nag-j.co.jp/ (in Japan)
NAG Ltd Wilkinson House Jordan Hill Road OXFORD OX2 8DR NAG Ltd Response Centre United Kingdom email: support@nag.co.uk Tel: +44 (0)1865 511245 Tel: +44 (0)1865 311744 Fax: +44 (0)1865 310139 Fax: +44 (0)1865 310139 Nihon NAG KK Yaesu Nagaoka Building No. 6 1-9-8 Minato Chuo-ku Tokyo Japan email: help@nag-j.co.jp Tel: +81 (0)3 5542 6311 Fax: +81 (0)3 5542 6312 [NP3525/UN]