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Davies, E Brian - Department of Mathematics, King's College London
EIGENVALUE ESTIMATES FOR NON-NORMAL MATRICES AND THE ZEROS OF RANDOM
Perturbations of Jordan Matrices by E B Davies (corresponding author)
SPECTRAL ASYMPTOTICS OF THE NON-SELF-ADJOINT
arXiv:1004.0856v2[math-ph]15Jun2010 Non-Weyl asymptotics for quantum graphs
EIGENVALUES OF AN ELLIPTIC SYSTEM
APPROXIMATE DIAGONALIZATION Abstract. We describe a new method of computing functions of highly non-normal matrices,
Title: Embeddable Markov Matrices (Professor) E B Davies
An Inverse Spectral Theorem 7 September 2010
NON-SELF-ADJOINT DIFFERENTIAL OPERATORS
Submitted exclusively to the London Mathematical Society doi:10.1112/0000/000000
An Indefinite Convection-Diffusion Operator 6 March 2007
Convergence of eigenvalues for a highly non-self-adjoint differential operator
Non-Self-Adjoint Operators and Pseudospectra
PLURALISM IN MATHEMATICS E.B. Davies
A DEFENCE OF MATHEMATICAL PLURALISM
QUANTUM MECHANICS DOES NOT REQUIRE
SPECTRAL BOUNDS USING HIGHER ORDER NUMERICAL RANGES
Semi-classical Analysis and Pseudospectra E.B. Davies
SEMIGROUP GROWTH BOUNDS E.B. Davies
SPECTRAL POLLUTION E.B. Davies and M. Plum
Triviality of the Peripheral Point Spectrum
NON-WEYL RESONANCE ASYMPTOTICS FOR QUANTUM GRAPHS
Decomposing the Essential Spectrum E. B. Davies
Algebraic Aspects of Spectral Theory 28 September 2010
