Martin Stoll

Martin Stoll

Doctoral Student
Student, Balliol College

martin.stoll@comlab.ox.ac.uk

interests

I am interested in Numerical Linear Algebra with a particular focus on iterative solvers for saddle point problems and preconditioning. I am also interested in the connection between numerical linear algebra and Gauss quadrature as well as computing the Truncated SVD with applications in gene expression analysis. During my Diploma thesis I worked on a Krylov-Schur like algorithm for Hamiltonian matrices.

links

Personal webpage

publications

A Krylov-Schur approach to the truncated SVD

Martin Stoll

No. NA-08/03, Technical Report, Oxford University Computing Laboratory. March 2008.

Details | BibTeX | Download (pdf)

A Bramble-Pasciak-like method with applications in optimization

H. Sue Dollar et al.

No. NA-08/08, Technical Report, Oxford University Computing Laboratory. June 2008.

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Combination preconditioning and self-adjointness in non-standard inner products with application to saddle point problems

Martin Stoll, Andy Wathen

No. NA-07/11, Technical Report, Oxford University Computing Laboratory. 2007.

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info

themes	Numerical Analysis
activities	Numerical Linear Algebra
supervisor	Andy Wathen

location

Wolfson Building, Parks Road, Oxford OX1 3QD