Lakhlifa Sadek | Chouaib Doukkali University (original) (raw)

Lakhlifa Sadek

Related Authors

John A Turner

André Gaul

Mohamed Anis Ben Lasmar

Taieb Hamaizia

Andrea Gambioli

Sadek Bouroubi

Sadek Bouroubi

Université des Sciences et Technologie Houari Boumediene (USTHB)

mohamed amine

Jana  Javornik

Gwen Robbins Schug

Uploads

Papers by Lakhlifa Sadek

Research paper thumbnail of Numerical methods for solving large-scale systems of differential equations

Research paper thumbnail of The extended block Arnoldi method for solving generalized differential Sylvester equations

In the present paper, we propose a new method for solving large-scale generalized differential Sy... more In the present paper, we propose a new method for solving large-scale generalized differential Sylvester equations, by projecting the initial problem onto the extended block Krylov subspace with an orthogonality Galerkin condition. This projection gives rise to a low-dimensional generalized differential Sylvester matrix equation. The low-dimensional equations is then solved by Rosenbrock or BDF method. We give some theoretical results and report some numerical experiments to show the effectiveness of the proposed method.

Research paper thumbnail of Numerical methods for solving large-scale systems of differential equations

Research paper thumbnail of The extended block Arnoldi method for solving generalized differential Sylvester equations

In the present paper, we propose a new method for solving large-scale generalized differential Sy... more In the present paper, we propose a new method for solving large-scale generalized differential Sylvester equations, by projecting the initial problem onto the extended block Krylov subspace with an orthogonality Galerkin condition. This projection gives rise to a low-dimensional generalized differential Sylvester matrix equation. The low-dimensional equations is then solved by Rosenbrock or BDF method. We give some theoretical results and report some numerical experiments to show the effectiveness of the proposed method.

Log In