Dr Michael Strauss
Overview
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Position:
Research Associate
Email:
StraussMD@cardiff.ac.ukTelephone: +44(0)29 208 75520
Fax: +44(0)29 208 74199
Extension: 75520
Location: M/2.55
Research Interest
Spectral Theory, Variational Principles, Operator Functions, Block Operator Matrices.
Research Group
Analysis and Differential Equations
Recent Significant Publications
L. Boulton, M. Strauss, On the convergence of second-order spectra and multiplicity, Proc. R. Soc. A 467 264-284, (2011).
M. Strauss, Spectral Estimates and Basis Properties for Self-Adjoint Block Operator Matrices, Integral Equ. Oper. Theory 67 (2) 257-277, (2010).
M. Strauss, Quadratic projection methods for approximating the spectrum of self-adjoint operators, IMA J. Numer. Anal. 31(1) 40-60, (2011).
L. Boulton, M. Strauss, Stability of Quadratic Projection Methods. Operators and Matrices 1 217-233, (2007).
Publications
M. Strauss, The second order spectrum and optimal convergence. Math. Comp To appear.
L. Boulton, M. Strauss, Eigenvalue enclosures and convergence for the linearized MHD operator. Submitted.
M. Langer, M. Strauss, Triple variational Principles for self-adjoint operators and applications. Preprint.
M. Langer, M. Strauss, Spectral decomposition and variational principles for operator functions with applications to J-self-adjoint operator matrices. Preprint.
L. Boulton, M. Strauss, On the convergence of second-order spectra and multiplicity, Proc. R. Soc. A 467 264-284, (2011).
M. Strauss, Spectral Estimates and Basis Properties for Self-Adjoint Block Operator Matrices, Integral Equ. Oper. Theory 67 (2) 257-277, (2010).
M. Strauss, Quadratic projection methods for approximating the spectrum of self-adjoint operators, IMA J. Numer. Anal. 31(1) 40-60, (2011).
L. Boulton, M. Strauss, Stability of Quadratic Projection Methods. Operators and Matrices 1 217-233, (2007).
Biography
Qualifications