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Normal eigenvalue
On Operator Whose Norm Is an Eigenvalue
Pseudospectra and Linearization Techniques of Rational Eigenvalue Problems
The Significance of the Imaginary Part of the Weak Value
On Commuting Compact Self-Adjoint Operators on a Pontryagin Space∗
On Spectra of Quadratic Operator Pencils with Rank One Gyroscopic
On Almost Normal Matrices
Topological Analysis of Eigenvalues in Engineering Computations 386 R.V.N
Spectral Theory of Elliptic Differential Operators with Indefinite Weights
Nonselfadjoint Operators in Diffraction and Scattering *)
Minutes of Final Special NCRC Meeting in Physics
12. on Characters of Singly Generated C*.Algebras by V
Normal Matrix Polynomials with Nonsingular Leading Coefficients∗
EXPLICIT BOUNDS for the PSEUDOSPECTRA of VARIOUS CLASSES of MATRICES and OPERATORS Contents 1. Introduction 2 2. Pseudospectra 2
The Spectra of Operators Having Resolvents of First-Order Growth^)
Absence of Eigenvalues of Non-Selfadjoint Schrödinger
A Completeness Theorem for the Linear Stability Problem of Nearly Parallel Flows*
Significance of the Imaginary Part of the Weak Value
On Extreme Points of the Numerical Range of Normal Operators1
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The Generalized Birman-Schwinger Principle
An Envelope for the Spectrum of a Matrix
Local and Global Bifurcation from Normal Eigenvalues. Ii
On Root Vectors of Self-Adjoint Pencils
Operator Pencils and Half-Range Problem in Operator Theory
Normal Essential Eigenvalues in the Boundary of the Numerical Range
Riesz Projections for a Class of Hilbert Space Operators B.P
Ritz Values and Arnoldi Convergence for Non-Hermitian Matrices
Quantum Brownian Motion in Bose-Einstein Condensates
On Numerical Ranges and Spectra of Posinormal Operators
A Note on Spectral Continuity and on Spectral Properties of Essentially G1 Operators
Signature and Spectral Flow of $ J $-Unitary $ S^ 1$-Fredholm Operators
Path-Following Algorithm to Determine the Field of Values of a Matrix at High
Shell Model in the Complex Energy Plane
Bibliography
Numerical Linear Algebra ROLF RANNACHER Cover-Bild 2
Research Article Characterization of Numerical Ranges of Posinormal