Title | Stability Theory [electronic resource] : Hurwitz Centenary Conference Centro Stefano Franscini, Ascona, 1995 / edited by Rolf Jeltsch, Mohamed Mansour |
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Imprint | Basel : Birkhรคuser Basel, 1996 |
Connect to | http://dx.doi.org/10.1007/978-3-0348-9208-7 |
Descript | VII, 253 p. online resource |
Stability theory -- The Hurwitz Matrix and the Computation of Second-Order Information Indices -- A Summary on the Real Stability Radius and Real Perturbation Values -- The Hadamard Factorization of Hurwitz and Schur Stable Polynomials -- On the Cauchy Index of a Real Rational Function and the Index Theory of Pseudo-Lossless Rational Functions -- A Generalization of the Orlando Formula-Symbolic Manipulation Approach -- On Convex Stability Directions for Real Quasipolynomials -- From J.J. Sylvester to Adolf Hurwitz: A Historical Review -- Hurwitz Matrix for Polynomial Matrices -- Two-Dimensional Hurwitz Polynomials -- General Classes of Control-Lyapunov Functions -- Towards the Stability of Fuzzy Control Systems -- Discrete Optimization Using Analog Neural Networks with Discontinuous Dynamics -- Robust Stability -- Multiplier Theory and Operator Square Roots: Application to Robust and Time-Varying Stability -- Adaptive Control of Non-Minimum Phase Systems Subject to Unknown Bounded Disturbances -- On the Robust Stability of Time-Varying Linear Systems -- On the Computation of Stability Profiles -- Robust Stability of Family of Polynomials with 1-Norm-Bounded Parameter Uncertainties -- On the Characterization and Formation of Local Convex Directions for Hurwitz Stability -- Numerics -- Application of Quantifier Elimination to Solotareffโs Approximation Problem -- Stability of Time Discretization, Hurwitz Determinants and Order Stars -- Solving Stability Problems Using Quantifier Elimination -- Stability of Numerical Methods for Solving Differential Equations -- A Fast Algorithm to Compute the Real Structured Stability Radius -- Some Open Problems -- Apendix: Original Article by A. Hurwitz A. Hurwitz -- รber die Bedingungen, unter welchen eine Gleichung nur Wurzeln mit negativen reellen Theilen besitzt