FASP Project

Over the last few decades, researchers have expended significant effort on developing efficient iterative methods for solving discretized partial differential equations (PDEs). Though these efforts have yielded many mathematically optimal solvers such as the multigrid method, the unfortunate reality is that multigrid methods have not been much used in practical applications. This marked gap between theory and practice is mainly due to the fragility of traditional multigrid methodology and the complexity of its implementation.

The FASP project aims to develop techniques and the corresponding software that will narrow this gap, specifically by developing mathematically optimal solvers that are robust and easy to use in practice. In this project, we plan to construct a pool of discrete problems arising from PDEs or PDE systems and efficient linear solvers for these problems.

FASP Solver Webpage

FASP Solver on BitBucket