Search Results for "https" - Page 4
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Showing 97 open source projects for "https"
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A software framework to build maps for Neurospora crassa genome based on probabilistic models of meiotic recombination. A netbeans platform application is built to incorporate the computations. Project issues are mainatined at https://freecode4susant.atlassian.net/browse/GENOMEMAP
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The Systems Biology Ontology project (SBO) goal is to develop controlled vocabularies and ontologies tailored specifically for the kinds of problems being faced in Systems Biology, especially in the context of computational modeling. !!!! Important Announcement !!!! We have moved the curation and development of Systems Biology Ontology (SBO) to a git-hub repository https://github.com/EBI-BioModels/SBO. Hence, this SourceForge SBO project has also been retired. Please use the Git-Hub issue tracker https://github.com/EBI-BioModels/SBO/issues to request the addition of new terms.
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Robust Correlation Toolbox
Free Matlab toolbox to compute robust correlations
The Robust Correlation Toolbox is a free collection of Matlab functions allowing to visualize data in univariate and bivariate space, check assumptions of normality and homoscedasticity and compute Pearson's and Spearman's, percentage bend, and skipped correlations with bootstrapped confidence intervals - see http://www.frontiersin.org/Quantitative_Psychology_and_Measurement/10.3389/fpsyg.2012.00606/full -- code moved to https://github.com/CPernet/robustcorrtool -
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jHepWork
jHepWork was a name of the DataMelt program in 2005-20013
...The program is fully multiplatform (100% Java) and integrated with the Jython (Python) scripting language. Currently the project is known under the name DataMelt (https://datamelt.org) -
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THIS PROJECT MIGRATED TO GITHUB https://github.com/cosmo-guffa/play-svg A great thanks to SF.net for hosting up until now... it's nothing personal, this just isn't the right tool for the job ;) Project description: pLAySVG is a python library for the development and manipulation of SVG vector graphics through scripting. pLAySVG makes it easy to create graphics based on geometric relationships.
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A C++ library for Quadratic Programming which implements the Goldfarb-Idnani active-set dual method. At present it is limited to the solution of strictly convex quadratic programs. The project has moved to GitHub (https://github.com/liuq/QuadProgpp).
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The FFT library to "Keep It Simple, Stupid" This is the original home of kissfft. Most recent development is at https://github.com/mborgerding/kissfft Please ask questions on stackoverflow.com
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Compilation of Physics Calculators
A compliation of Physics derived claculators
A NEW GUI VERSION WILL BE RELEASED SOON! Thank you for visiting the Physics Calculator, provided by PIezoSystems Inc., please visit their company website at https://piezosystems.org. For other downloads, please visit our github page, https://github.com/PiezoSystems. We hope that you find this program useful and easy to use, for troubleshooting, please email us, contact@piezosystems.org. If any bugs were found, please email us at bugs@piezosystems.org. -
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nanoTuring
A minimal Turing machine simulator
https://github.com/thibaultduponchelle/nanoturing -
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numerica
Basic numerical algorithms in c++
IMPORTANT: This project have been migrated to GitHub (https://github.com/krvajalmiguelangel/libnumerica) To use this or leave feedback, please visit github site instead. numerica implements some of the basic numerical algorithms about root-finding, interpolation, system of linear equations, integration, and ordinary differential equations. The aim is to be simple, code-readable and generic. -
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Java Decision Diagram Libraries (BDD)
Java Decision Diagrams (BDD) libraries: JDD and JBDD
This project has been moved to bitbucket.org: - https://bitbucket.org/vahidi/jbdd/wiki/Home - https://bitbucket.org/vahidi/jdd/wiki/Home It includes two libraries for working with decision diagrams: - JBDD: a Java interface to two popular BDD libraries, CUDD and BuDDy - JDD: a native Java library supporting BDD, Z-BDD -
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Vector and Matrix Math Library
Obsolete: use https://github.com/VMML/vmmlib
VMMLib is a vector and matrix math library implemented using C++ templates, thus making it very easy to integrate into other libraries and programs. It is developed at the VMML, University of Zürich. -
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...Once an expression is created the user can convert it into a variety of different linear syntax for mathematics, including MathML, LaTeX, Maple, Maxima or any user defined style. PLEASE NOTE: active code development has moved to GitHub. https://github.com/maths/dragmath
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Java Universal Network/Graph Framework
Java graph/network library
JUNG provides a common and extendible language for the modeling, analysis, and visualization of data that can be represented as a graph or network. New version now available on GitHub: https://github.com/jrtom/jung/releases/tag/jung-2.1 -
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A project to help students calculate symbolic derivatives and integrals. Plus, a Java expression tree library for developers who may need to do such things in their programs. The project has moved to github: https://github.com/generalpenguin89/calchelper
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This repository is not in active use; the project lives at: https://r-forge.r-project.org/projects/spdep/
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MathBench
A Python IDE optimized for scripting and easy access to documentation.
Not a whole lab, just a small bench ! **Feel free to contact me via https://sourceforge.net/sendmessage.php?touser=1865508 if you want to take over this project** Mathbench is intended for the development of short scripts such as those daily used when doing research in applied mathematics and physics. Simple widgets and a strong plugin system make it useful and extensible. ANNOUCEMENT: Mathbench's purpose is still relevant and could also benefit from the latest improvements of the wxPython toolkit. ... -
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A KDE program that calculates polynomes based on given data coordinates. Update 2020-01-04: Please check Qt 5.9 implementation: https://sourceforge.net/projects/kpolynomev2/
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directed rounding, rational arithmetic and arbitrary precision arithmetic based on regular continued fraction expansions Moved to https://exactarithmetic.dev.java.net/
