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Simplify Solving Math Problems
The Fortran Calculus (FC) language was developed to solve Algebraic thru Partial Differential Equations within hours. A user states their equations plus a few other lines of code, presses their 'solve button', and presto their math problem is solved. Equations may be constrained, non-linear, implicit, etc. (Fortran Calculus uses meshless methods for solving Differential Equations and is classified as Calculus Programming.)
Moving to (Math) Optimization from Simulation is an easy step with Fortran Calculus. Add an Objective (function) to ones Simulation code, tweak the Find statement, and rerun the problem. Now the solution is Optimal and number of runs drops to a handful. With a Math Optimization tool, Engineers and Scientists may become Objective-Driven resulting in increased Return-On-Investment.
Fortran Calculus is one version of the Meta Calculus compiler that should do all math problems provided derivatives exist of ones math model.
Meta Calculus history includes the following developmental versions:
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Id
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Name
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Year
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Description
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MC1
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Model Compiler
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1966
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NASA AD compiler (CDC 3600)
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MC2
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MODTRAN
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1967
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TRW interpreter/compiler AD
(CDC 6600)
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MC3
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SLANG
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1968
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TRW Macro Language to MODTRAN
(CDC 6600)
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MC4
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SLANG/CUE
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1969
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TRW Relocatable Macro
Language (CDC 6600)
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MC5
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PROSE
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1972
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Batch Interpretive VM (CDC 6600)
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MC6
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TSPROSE
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1975
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Time-shared Interpretive VM
(CDC 6400)
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MC7
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Fortran Calculus
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1989
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DOS 32-bit protected mode
AD compiler
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Note: The Fortran Calculus compiler requires a Linux platform.
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