Kaszkurewicz, Eugenius. <br/><br/>
Matrix diagonal stability in systems and computation/ 
Eugenius Kaszkurewicz, Amit Bhaya. 
 - Boston :  Birkhäuser,  c2000. 
 - xiv, 267 p. :  ill. ;  24 cm. 
<br/><br/>Includes bibliographical references (p. [232]-256) and index. 
<br/><br/>Diagonally Stable Structures in Systems and Computation<br/><br/>Robust Stability of a Mechanical System<br/><br/>The LotkaVolterra Ecosystem Model<br/><br/>Convergence of Asynchronous Computations<br/><br/>Global Stability of Neural Networks<br/><br/>Variable Structure Systems<br/><br/>Existence of DiagonalType Liapunov Functions<br/><br/>Notes and References<br/><br/>Notes and References<br/><br/>Summary of Liapunov Stability Theory<br/><br/>Convergence of Asynchronous Iterative Methods<br/><br/>A Mathematical Model for Asynchronous BlockIterations<br/><br/>Convergence Conditions for the Asynchronous Case<br/><br/>Convergence Conditions for the Synchronous Case<br/><br/>Asynchronous Iterations to Solve Almost Linear Equations<br/><br/>Parallel Asynchronous Team Algorithms<br/><br/>Matrix Diagonal and DStability<br/><br/>Basic Notation and Terminology<br/><br/>Basic Results on Hurwitz Diagonal and DStability<br/><br/>Special Classes of Hurwitz Diagonally Stable Matrices<br/><br/>Similarity for Hurwitz Diagonally Stable Matrices<br/><br/>Persistence of Diagonal Stability under Perturbations<br/><br/>Basic Results on Schur Diagonal and DStability<br/><br/>A Matrix Polytopic View of Schur Diagonal and DStability<br/><br/>Special Classes of Schur Diagonally Stable Matrices<br/><br/>Schur Diagonal and DStability for TwobyTwo Matrices<br/><br/>Nonnegative Matrices<br/><br/>Qualitatively Schur Stable Matrices<br/><br/>Testing for Diagonal and DStability<br/><br/>Notes and References<br/><br/>Summary of the Theory of the Liapunov Equation<br/><br/>Mathematical Models Admitting DiagonalType Liapunov Functions<br/><br/>ContinuousTime StateSpace Models and Stability Results<br/><br/>StateSpace Realization Procedures<br/><br/>DiscreteTime StateSpace Models and Stability Results<br/><br/>DiscreteTime Interval Systems<br/><br/>Models for Asynchronous Systems<br/><br/>DiscreteTime Systems with Delays<br/><br/>Neural Networks Circuits and Systems<br/><br/>A Global Stability Result<br/><br/>Refinements of the Global Stability Result<br/><br/>Persistence of Global Asymptotic Stability<br/><br/>DiscreteTime Neural Networks<br/><br/>Passive RLC Circuits<br/><br/>Digital Filters in StateSpace Description<br/><br/>TwoDimensional 2D Dynamical Systems<br/><br/>Trophic Chains and Communities with Vertical Structure<br/><br/>Notes and References<br/><br/>Interconnected Systems Stability and Stabilization<br/><br/>Absolute Stability of Interconnected Systems<br/><br/>Linearly Interconnected Lure Systems<br/><br/>Stabilization by Linear Feedback<br/><br/>Decentralized PowerFrequency Control of Power Systems<br/><br/>Notes and References<br/><br/> 
<br/><br/><label>ISBN: </label>0817640886  
<br/><br/><label>Subjects--Topical Terms: </label><br/>Differentiable dynamical systems.<br/>Matrices.<br/>Stability.
<br/><br/><label>Dewey Class. No.: </label>515.352   / KAS/M