New mathematical theories often lead to new algorithms. These have to be cast in software implementations before their effiency and optimality beyond the state of the art can find their way into applications. Beyond prototype implementations, several working groups of the department develop software libraries for a wide variety of different application domains.
- ALBERTA
Development and implementation of adaptive finite element methods - CHEVIE
Computer algebra project for symbolic calculations with generic character tables of groups of Lie type, Coxeter groups, Iwahori-Hecke algebras and other related structures - DUNE-ACFem
Adaptive Convenient finite elements for diffusive equations based on DUNE-fem - DUNE-ALUGrid
An unstructured, adaptive, parallel DUNE grid implementation providing simplex or cube grids - DuMux
DUNE for Multi-{Phase, Component, Scale, Physics, ...} flow and transport in porous media - KerMor
Model order reduction of parametrized dynamical systems using kernels - liquidSVM
A fast and versatile package for support vector machines (SVM) and related kernel-based learning algorithms - opendihu
Computational framework for multi-scale muscle models on HPC systems - RBmatlab
Reduced Basis Methods Matlab Library - SPECFEM3D-Cartesian
Simulation of acoustic (fluid), elastic (solid), coupled acoustic/elastic, poroelastic or seismic wave propagation - SPECFEM3D-Globe
Simulation of global and regional (continental-scale) seismic wave propagation - WEB-Splines
Meshless finite element methods with B-splines