PCjs Machines

Here is a collection of Fortran routines/procedures for solving
various problems in the areas of science, engineering, and numerical
analysis.

Some of the many routines covered:

~ Solution of zeros of polynomials

~ Various partial differential equation solvers

~ Linear equation solvers for over/under-determined problems (L1, L2
and Chebyshev norms)

~ Eigenvalue solvers

~ Function integration

~ Minimization of unconstrained multivariate functions

~ Curve-fitting in Chebyshev norm

~ Dependence of solution of nonlinear systems on its parameters

~ Sorting

~ Global error estimation for ordinary differential equations

~ Matrix bandwidth and profile reduction

~ Spline interpolation

~ Solution of linear systems for special matrices

~ Cubic curve-fitting using local data

~ Computation of condition numbers of a matrix without computing
eigenvectors

~ Bessel functions

~ Statistical functions

~ Revised simplex method for constrained resource network scheduling

~ Exact solution of integer systems of linear equations

~ Convex hull algorithm for planar sets

~ A multiple-precision arithmetic package

~ Adaptive smooth curve-fitting

~ Basic linear algebra subprograms (BLAS)

~ Optimized mass-storage fit

~ Efficient one-way enciphering algorithm

~ And more

Disk No  1008
Program Title: ACM VOL 1-5 (Disk 1 of 4)
PC-SIG version 1
 
    These routines are a collection of FORTRAN routines/procedures for
solving a variety of problems in science, engineering, and numerical
analysis. There are routines for the solution of zeros of polynomials,
various partial differential equation solvers, linear equation solvers
for over/under-determined problems (L1, L2 and Chebyshev norms), eigenvalue
solvers, function integration, minimization of unconstrained multivariate
functions, curve fitting in Chebyshev norm, dependence of solution of
nonlinear systems on its parameters, sorting, global error estimation for
ordinary differential equations, matrix bandwidth and profile reduction,
spline interpolation, solution of linear systems for special matrices,
cubic curve fitting using local data, computation of condition numbers of a
matrix without computing eigenvectors, bessel functions, statistical
functions, revised simplex method for constrained resource network
scheduling, exact solution of integer systems of linear equations, convex
hull algorithm for planar sets, a multiple-precision arithmetic package,
adaptive smooth curve fitting, basic linear algebra subprograms (BLAS),
optimized mass-storage fit, efficient one-way enciphering algorithm, and
more.
 
Usage: Fortran Programmers
 
System Requirements: 128K memory, one disk drive, and the Fortran
programming language.
 
How to Start: Type: COPY READ.ME PRN (press enter)
 
Suggested Registration: Any amount is appreciated.
 
File Descriptions:
 
ADAMS    FXZ  Compressed file containing fortran programs.
BLAS     FXZ  Compressed file containing fortran programs.
BRENT    FXZ  Compressed file containing fortran programs.
COMPRESS EXE  An archiving/unarchiving program.
INDEX         Index of programs on this disk.
READ     ME   Information file about programs.
 
PC-SIG
1030D E Duane Avenue
Sunnyvale Ca. 94086
(408) 730-9291
(c) Copyright 1988 PC-SIG, Inc.


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║             <<<<  Disk #1008 ACM VOL 1-5 (Disk 1 of 4)  >>>>            ║
╠═════════════════════════════════════════════════════════════════════════╣
║ For information on how to unarhive the programs on this disk, Type:     ║
║                        COPY READ.ME PRN (press enter)                   ║
╚═════════════════════════════════════════════════════════════════════════╝

 Volume in drive A has no label
 Directory of A:\

ADAMS    FXZ      5194  10-25-87  12:04a
BLAS     FXZ    171235  10-25-87   4:07p
BRENT    FXZ    127158  10-25-87  12:10a
COMPRESS EXE     19017  10-24-87  12:49a
FILE1008 TXT      2017   2-05-88   1:06p
GO       BAT        38   2-04-88  11:18a
GO       TXT       463   2-04-88  11:19a
INDEX            12972  10-25-87  12:03a
READ     ME       3680  11-11-87  11:22p
        9 file(s)     341774 bytes
                       15360 bytes free