Fortran Calculus Compiler History

Version history for Fortran Calculus Compiler shows you how often it was updated over the past months (starting Apr 28, 2007) as well as 'what is new' information for each update (if available, since this information provided by the author).

Version: 1.02
Size: 2572KB
OS: Win 3.x/95/98/ME/NT/2000/XP/CE
Description:   Simplifies coding to a mathematical model, constraints, and the objective function. Solves Boundary & Initial Value Problems, PDEs, ODEs, implicit, non-linear, any order, etc. math problems. Compiler based on "Automatic Differentiation".

v 1.02 updated on Nov 28, 2007

List directory not shown for newer than Win 98 ... fixed.

v 1.01 updated on Apr 28, 2007

Converted PROSE to Fortran Calculus (a DOS 32-bit protected mode Automatic Differentiation based compiler).

Go back to the Fortran Calculus Compiler review

More Downloads

  • FC-Win

    FC-Win (tm) is a front-end program for Fortran Calculus (tm). The Fortran Calculus (FC) language is for math modeling, simulation, and optimization. FC is based on Automatic Differentiation that simplifies computer code to an absolute minimum.


    You have an object, which should be improved by optimum coordination of several parameters, and its mathematical model, computing efficiency index depending on these parameters. Using IOSO NS GT you can quickly and efficiently solve optimization prob

  • Match n Freq

    Pulse shaping filter program that finds the pole-zero locations of a transfer function, H(s), for a matched filter. H(s) equals a -desired- signal (Yout) divided by a given input signal (Yin). Y's are in freq. Another improved productivity example.

  • CurvFit

    A curve fitting program: Lorentzian, Sine, Exponential & Power series are available models to match your data. A Lorentzian series is recommended for real data especially for multiple peaked data. Another improved productivity example.

  • DeadLine

    DeadLine solves equations graphically and numerically. The freeware finds the real roots of an equation, evaluates functions and the first two derivatives extremely fast and accurately, finds extrema of the function.