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Spectral abscissa
Criss-Cross Type Algorithms for Computing the Real Pseudospectral Abscissa
On the Linear Stability of Plane Couette Flow for an Oldroyd-B Fluid and Its
Proquest Dissertations
Computation of Pseudospectral Abscissa for Large-Scale Nonlinear
Lecture Notes on Spectra and Pseudospectra of Matrices and Operators
Resolvent Conditions for the Control of Parabolic Equations Thomas Duyckaerts, Luc Miller
Estimates for the Resolvent and Spectral Gaps for Non Self-Adjoint Operators
Newton's Method for Concave Operators with Resolvent Positive
Eventually, Essentially and Exponentially Nonnegative Matrices
Arxiv:Quant-Ph/0302028V1 4 Feb 2003 .Muodain,Mte .A Ai,Admsiiin .Sa F
EVENTUAL CONE INVARIANCE∗ 1. Introduction. Perron-Frobenius
Eventual Cone Invariance
Variational Analysis of the Spectral Abscissa at a Matrix with a Nongeneric Multiple Eigenvalue
Resolvent Positive Linear Operators Exhibit the Reduction Phenomenon
Stabilising the Metzler Matrices with Applications to Dynamical Systems
Dissipative Adiabatic Measurements: Beating the Quantum Cramér-Rao Bound
Spectral Conditions for Stability and Stabilization of Positive Equilibria
The Smoothed Spectral Abscissa for Robust Stability Optimization
Top View
The Mathematics of Eigenvalue Optimization
Optimization and Pseudospectra, with Applications to Robust Stability∗
Subspace Methods for Computing the Pseudospectral Abscissa and the Stability Radius
Fast Algorithms for the Approximation of the Pseudospectral Abscissa and Pseudospectral Radius of a Matrix∗
Arxiv:1407.2172V1 [Math.AP] 8 Jul 2014 E Od N Phrases
Spectral Methods in Complex Networks
Pseudospectra and the Behavior of Dynamical Systems
Pseudospectra of Linear Operators∗
1·Basic Spectral Theory
On Matrix Nearness Problems: Distance to Delocalization
Quantum Information Theory with Gaussian Systems