The "Fossies" Software Archive
... Fresh Open Source Software mainly for Internet, Engineering and Science ...

Have fun in browsing through our archive using the special features of this server. You just browse the archived-time sorted list. There exists also an alphabetically sorted list. A usage hint: To just download an archive file click on the according download icon () in front, but to view the archive contents, to browse the individual archive members, to accelerate the download by using higher compressing formats or to study the doxygen generated source code documentation click on the archive filename itself!


/diffs/ViennaCL:

_DIR: 1.7.0_vs_1.7.1 (21 Jan 2016, directory)
ViennaCL is an open-source scientific computing library written in C++ and provides CUDA, OpenCL and OpenMP computing backends. It enables simple, high-level access to the vast computing resources available on parallel architectures such as GPUs and is primarily focused on common linear algebra operations (BLAS levels 1, 2 and 3) and the solution of large systems of equations by means of iterative methods with optional preconditioners.
Source code changes report.
_DIR: 1.6.2_vs_1.7.0 (2 Aug 2015, directory)
ViennaCL is an open-source scientific computing library written in C++ and provides CUDA, OpenCL and OpenMP computing backends. It enables simple, high-level access to the vast computing resources available on parallel architectures such as GPUs and is primarily focused on common linear algebra operations (BLAS levels 1, 2 and 3) and the solution of large systems of equations by means of iterative methods with optional preconditioners.
Source code changes report.
_DIR: 1.6.0_vs_1.6.1 (25 Dec 2014, directory)
ViennaCL is an open-source scientific computing library written in C++ and provides CUDA, OpenCL and OpenMP computing backends. It enables simple, high-level access to the vast computing resources available on parallel architectures such as GPUs and is primarily focused on common linear algebra operations (BLAS levels 1, 2 and 3) and the solution of large systems of equations by means of iterative methods with optional preconditioners.
Source code changes report.

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