Mauro Bardelloni

Projects

High Performance Programming Paradigms Applied to Computational Fluid Dynamic Simulations

Students: 

Mauro Bardelloni

Most of the time spent to solve a numerical problem is taken by a linear system. There are cases in which the solution is straightforward: lower triangular, upper triangular or diagonal matrices. However, in every day life, solutions of linear systems are far for being trivial: usually partial differential equation (PDE) problems lead to complicated linear systems and it could be even worse when you have to deal with a system of PDEs.