Search Results for "http-client"

...The second library Figure operates on ensembles of cycles connected by Moebius-invariant relations, e.g. orthogonality. Both libraries are based on the Clifford algebra capacities of the GiNaC computer algebra system (http://ginac.de). Besides C++ libraries there is a Python wrapper, which can be used in interactive mode (https://codeocean.com/capsule/7952650/). Both libraries work in arbitrary dimensions and signatures of metric. Additionally, there are some 2D/3D-specific routines including a visualisation to PostScript files through Asymptote (http://asymptote.sourcefourge.net) software. ...

...Graphically visualize search results, cross-reference sources and word lexicons, and search foreign translations derived from the same Divine Masoretic/Textus Receptus Vine of Scripture. For more info and downloads, see http://www.purebiblesearch.com/ For details on the King James Code, see http://visitbethelchurch.com/

libtdms is a C++ library for reading National Instruments TDMS files (http://www.ni.com/white-paper/3727/en).

...The new hosting is at https://github.com/federicocerutti/ArgSemSAT In particular, the source code for the publication: Federico Cerutti, Massimiliano Giacomin, Mauro Vallati, How we designed winning algorithms for abstract argumentation and which insight we attained, Artificial Intelligence, Volume 276, 2019, Pages 1-40, ISSN 0004-3702, https://doi.org/10.1016/j.artint.2019.08.001. (http://www.sciencedirect.com/science/article/pii/S0004370218302650) is available at https://github.com/federicocerutti/ArgSemSAT/releases/tag/1.0.5 Solving argumentation problems in Dung's AFs. Authors: Federico Cerutti <federico.cerutti@acm.org> Mauro Vallati <m.vallati@hud.ac.uk> Massimiliano Giacomin <massimiliano.giacomin@unibs.it> Credits for porting to MacOSX: Roman Kutlak <r.kutlak@abdn.ac.uk>

StochKit is an extensible stochastic simulation framework developed in C++ that aims to make stochastic simulation accessible to practicing biologists and chemists, while remaining open to extension via new stochastic and multiscale algorithms. StochKit is part of the StochSS project [http://www.stochss.org/], and we are relying on continued funding for sustained development. Please consider registering to show your support. Register here: https://docs.google.com/forms/d/12tAH4f8CJ-3F-lK44Q9uQHFio_mGoK0oY829q5lD7i4/viewform GillesPy is a python interface for developing models and simulating them with StochKit. Please see: https://github.com/GillesPy/gillespy/ StochKit currently supports Linux, Windows, and OS X.

... > https://sourceforge.net/projects/freeware/files/ final note: this learning space assumes that you already have support for **7zip** and **.tar.gz** archives. if you don't, please go get it. > http://www.7zip.org/ for tar.gz: 1. open the terminal 2. enter "gunzip file.tar.gz" 3. enter "tar -xzvf file.tar" Now accepting Bitcoin donations: 1AFMeDXvwenkKV96tLaYnXdRVxjZSRWhP

further development of http://www.talp.upc.edu/index.php/technology/tools/45-textual-processing-tools/98-wordnet-mappings/

Create phyiscal simulations easily through IPSA which combines the OpenInventor 3D API with the Open Dynamics Engine (ODE). Scenes are read from .iv files and simulated in the supplied viewer applications. Find it at: http://ipsa.sourceforge.net

Gradient pattern analysis (GPA)[http://en.wikipedia.org/wiki/Gradient_pattern_analysis] is a geometric computing method for characterizing symmetry breaking of an ensemble of asymmetric vectors regularly distributed in a square lattice.

Client for book's library "Genesis".

QD version of lgeneral ( http://lgames.sourceforge.net/index.php?project=LGeneral). Mingw-based turn-based strategic game. 青岛版本的Lgeneral (参考以上URL)。它是基于mingw的windows平台的程序。LGeneral是个回合制的策略游戏，

gnplib is a library that provides functions to simulate network delays using Global Network Positioning. It is based on PeerfactSim (http://sourceforge.net/projects/peerfactsim/) developed at Technische Universität Darmstadt.

A C++ library of operations on polyhedra and hyperplane arrangements. See Theoretical and Computational Methods of Lattice Point Enumeration in Inside-out Polytopes, http://math.sfsu.edu/beck/teach/masters/andrewv.pdf.