gcc-14-test-results

Test results for the GCC test suite

This package contains the test results for running the GCC test suite for a post build analysis.

gcc-14-offload-amdgcn

GCC offloading compiler to GCN

The package provides offloading support for AMD GCN. OpenMP and OpenACC programs linked with -fopenmp will by default add GCN code into the binaries, which can be offloaded to AMD GCN capable devices if available.

linux-support-6.0.0-6

Support files for Linux 6.0

This package provides support files for the Linux kernel build, e.g. scripts to handle ABI information and for generation of build system meta data.

libbasix0.6

Finite Element Basis Function Definition Runtime Library (Python 3)

Computes FE basis functions and derivatives for the following elements: - Lagrange (interval, triangle, tetrahedron, prism, pyramid, quadrilateral, hexahedron) - Nédélec (triangle, tetrahedron) - Nédélec Second Kind (triangle, tetrahedron) - Raviart-Thomas (triangle, tetrahedron) - Regge (triangle, tetrahedron) - Crouzeix-Raviart (triangle, tetrahedron)

libdolfinx-complex0.6

Shared libraries for DOLFIN

DOLFIN is the Python and C++ interface of the FEniCS project for the automated solution of differential equations, providing a consistent PSE (Problem Solving Environment) for solving ordinary and partial differential equations. Key features include a simple, consistent and intuitive object-oriented API; automatic and efficient evaluation of variational forms; automatic and efficient assembly of linear systems; and support for general families of finite elements.

libdolfinx-real0.6

Shared libraries for DOLFIN

DOLFIN is the Python and C++ interface of the FEniCS project for the automated solution of differential equations, providing a consistent PSE (Problem Solving Environment) for solving ordinary and partial differential equations. Key features include a simple, consistent and intuitive object-oriented API; automatic and efficient evaluation of variational forms; automatic and efficient assembly of linear systems; and support for general families of finite elements.