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Java language binding for the GNU Linear Programming Kit (GLPK)
GLPK for Java provides a Java language binding for the library GLPK. GLPK is a proven solver for linear and mixed integer mathematical programming problems.
For Windows binaries see project GLPK for Windows (http://sourceforge.net/projects/winglpk/).
A java decision supporting application for the urban planning domain. It is designed as a desktop frontend to a Mixed Integer Programming engine. Actually it uses the GNU Linear Programming Kit (GLPK).
...LAMA's modular and extensible software design supports the developer on several levels, regardless of whether writing his own portable code with the Heterogeneous Computing Development Kit or using prepared functionality from the Linear Algebra Package, the user always gains high productivity and maximum performance.
A set of tools/calculators that help CNC machinists quickly handle math associated with machine technology. Will incorporate more calculators when they are ready the final product will probably be a single combined application. Currently available is a Mill Rate calculator that is recursive, meaning it changes the corresponding values as you manipulate the data. In the works is a Can Cycle calculator that functions the same way.
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An implementation of Dantzig-Wolfe decomposition built upon GLPK
An implementation of Dantzig-Wolfe decomposition built upon the GNU Linear Programming Kit. This is a command line tool for solving properly decomposed linear programs. There are several examples and some documentation to guide the use of this solver.
Forked over to GitHub (see link).
A language modeling tool kit written in Java for natural language processing applications. It can handle character-by-character modeling of unknown words, language model combination, comparison, and evaluation, as well as a number of smoothing techniques
HmmSDK is a hidden Markov model (HMM) software development kit written in Java. It consists of core library of HMM functions (Forward-backward, Viterbi, and Baum-Welch algorithms) and toolkits for application development.
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Electrical Impedance Tomography and Diffusion based Optical Tomography Reconstruction Software. Currently we have Matlab tool kit to solve the forward problem for EIT in 2D using FEM and iterative regulaized inverse solvers.