Ready to use solutions for optimization problems, or at least a way to build such a solution using work done by others. Where possible, public domain software is listed. plato.la.asu.edu/guide.html
VectorSpace C++ Library for advanced numerical computation such as constrained optimization, variational methods, and computational mechanics. www.vector-space.com
Software and Algorithms for linear and nonlinear inverse Problems: Computerized tomography, wavelet applications, statical computations, multi parameter fit and more www.isca-louis.com
This private website is entirely dedicated to sources in numerical analysis in four languages: Basic, C++, Fortran and Pascal in Microsoft Windows environment. perso.wanadoo.fr/jean-pierre.moreau
Basic presentation of the discrete Fourier series transform. Explanations and formules. Raw source code to calculate numerical Fourier transforms. www.4p8.com/eric.brasseur/fouren.html
Software for high-performance computers available in source form for problems in numerical linear algebra, specifically dense, sparse direct and iterative systems and sparse iterative eigenvalue problems. www.netlib.org/utk/people/JackDongarra/la-sw.html
Includes the Finite Element/Nystrom Solver, a two dimensional coupled finite element / Nystrom solver for the Helmholtz equation. www.math.udel.edu/research/wave_center
Graph, mesh, and hypergraph partitioning software. Free download, portable on most Unix systems that have an ANSI C compiler (e.g. GNU C). www-users.cs.umn.edu/~karypis/metis/metis
The Reactor Simulation Editor (rsedit) is a software package designed to solve finite difference equations in a simplified way. The tool kit includes: a geometry editor, data structure editors, equation editor and an HTML output library. www.cas.mcmaster.ca/~gilbert/rse_intro
Freeware used to solve optimization problems with several real and binary parameters and non linear objective functions and constraints. Includes illustration of program and links to the author's other webpages. www.geocities.com/geneticoptimization
Used to identify parameters in explicit model functions, dynamic systems of equations (steady-state), Laplace transforms, ordinary differential equations, differential algebraic equations and one-dimensional partial differential equations. Proceeding from www.uni-bayreuth.de/../math/~kschittkowski/easy_fit.htm
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