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Patrick Charrier's Projects

caelum icon caelum

CMake port of caelum for Ogre3D

gaalop icon gaalop

Gaalop (Geometic Algebra Algorithms Optimizer) is a software to compile and optimize geometric algebra (GA) expressions into high-level programming language code. Geometric algebra expressions can be developed using the freely available CLUCalc software by Christian Perwass. Gaalop optimizes CLUCalc expressions and produces C++ (AMP), OpenCL, CUDA, CLUCalc or LaTeX output. The optimized code is free of geometric algebra operations and runs very efficiently on various platforms.

glviz icon glviz

GLviz is a small collection of C++ classes and GLSL shaders to facilitate the development of OpenGL demos.

huntercoin icon huntercoin

CMake port of Huntercoin: Human-mineable crypto currency / decentralized game

liboauth icon liboauth

POSIX-C functions implementing the OAuth Core RFC 5849 standard

oglplus icon oglplus

CMake port of OGLplus. OGLplus is a collection of open-source, cross-platform libraries which implement an object-oriented facade over the OpenGL® (version 3 and higher) and also OpenAL® (version 1.1) and EGL (version 1.4) C-language APIs. It provides wrappers which automate resource and object management and make the use of these libraries in C++ safer and more convenient.

ogreal icon ogreal

Fork of the original OgreAL sourceforge svn repository. Supports CMake, VS2013 and Ogre 1.9.

opencsg icon opencsg

The CSG rendering library with CMake support. Tested under Win 8.1 and VS2013.

opencurrent icon opencurrent

Automatically exported from code.google.com/p/opencurrent

osgearth icon osgearth

A free open source C++ geospatial toolkit.

partio icon partio

C++ (with python bindings) library for easily reading/writing/manipulating common animation particle formats such as PDB, BGEO, PTC. See the discussion group @ http://groups.google.com/group/partio-discuss

portal icon portal

Internet Computer Developer Portal

svd3 icon svd3

OpenCL port of Fast singular value decomposition, diagonalization, QR decomposition of 3x3 matrices.

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