activity
20162023
most citedThe asymptotic spectrum of flipped multilevel Toeplitz matrices and of certain preconditionings

1 citations · 1 across the 2 of their papers we have counts for

collaborators

5 papers

math.NA2023

Fast solution of incompressible flow problems with two-level pressure approximation

Jennifer Pestana, David J. Silvester

This paper develops efficient preconditioned iterative solvers for incompressible flow problems discretised by an enriched Taylor-Hood mixed approximation, in which the usual press…

math.NA2020★ 1 cited

The asymptotic spectrum of flipped multilevel Toeplitz matrices and of certain preconditionings

M. Mazza, J. Pestana

In this work, we perform a spectral analysis of flipped multilevel Toeplitz sequences, i.e., we study the asymptotic spectral behaviour of $\{Y_{\boldsymbol{n}}T_{\boldsymbol{n}}(f…

math.NA2020

Analysis of parallel Schwarz algorithms for time-harmonic problems using block Toeplitz matrices

Niall Bootland, Victorita Dolean, Alexandros Kyriakis +1

In this work we study the convergence properties of the one-level parallel Schwarz method with Robin transmission conditions applied to the one-dimensional and two-dimensional Helm…

math.NA2018

Preconditioners for symmetrized Toeplitz and multilevel Toeplitz matrices

Jennifer Pestana

When solving linear systems with nonsymmetric Toeplitz or multilevel Toeplitz matrices using Krylov subspace methods, the coefficient matrix may be symmetrized. The preconditioned…

math.NA2016

GMRES convergence bounds for eigenvalue problems

Melina Freitag, Patrick Kürschner, Jennifer Pestana

The convergence of GMRES for solving linear systems can be influenced heavily by the structure of the right hand side. Within the solution of eigenvalue problems via inverse iterat…