Non-self-adjoint harmonic oscillator, compact semigroups and pseudospectra

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by Lyonell S. Boulton
Venue:J. Operator Theory
Citations:10 - 2 self

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7 Spectral properties of random non-self-adjoint matrices and operators – E. B. Davies - 2001
27 B: Pseudospectra of differential operators – E. B. Davies - 2000
3 EIGENVALUES OF AN ELLIPTIC SYSTEM – E. B. Davies - 2001
1 ASYMPTOTIC BEHAVIOUR OF QUASI-ORTHOGONAL POLYNOMIALS – E. B. Davies - 2003
1 SPECTRAL ASYMPTOTICS OF THE NON-SELF-ADJOINT HARMONIC OSCILLATOR – E. B. Davies, A. B. J. Kuijlaars - 2003
3 On the pseudospectrum of elliptic quadratic differential operators, preprint – Karel Pravda-starov - 2007
Wave Packet Pseudomodes of Variable . . . – N. Trefethen - 2005
KCL-MTH-01-07 SPECTRAL BEHAVIOUR OF A SIMPLE NON-SELF-ADJOINT OPERATOR – Lyonell S. Boulton - 2001
2 S: Spectral Behaviour of a simple non-self-adjoint operator – Lyonell S. Boulton - 2001
2 Wave Packet Pseudomodes Of Variable Coefficient Differential Operators – Lloyd N. Trefethen
12 Wave Packet Pseudomodes of Twisted Toeplitz Matrices – Lloyd N. Trefethen, S. J. Chapman - 2004
4 E B: On eigenfunction approximations for typical non-selfadjoint Schrödinger operators – A. Aslanyan, E. B. Davies - 1999
SEMICLASSICAL HYPOELLIPTIC ESTIMATES WITH A BIG LOSS OF DERIVATIVES – Alberto Parmeggiani, Karel Pravda-starov
1 Approximating semigroups by using pseudospectra – E. B. Davies - 2003
5 Spectral theory of pseudo-ergodic operators – E. B. Davies - 2001
13 Spectra, Pseudospectra, and Localization for Random Bidiagonal Matrices – Lloyd N. Trefethen, Marco Contedini, Mark Embree
16 Numerical Linear Algebra And Solvability Of Partial Differential Equations – Maciej Zworski - 2001
Pseudospectra of Semiclassical . . . – Nils Dencker, Johannes Sjöstrand, Maciej Zworski - 2004
Semi-classical Analysis and Pseudospectra sap2.tex – E. B. Davies - 2004