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Computation and Control

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Cover of 'Computation and Control'

Table of Contents

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    Book Overview
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    Chapter 1 Simultaneous Stabilization of Linear Time Varying Systems by Linear Time Varying Compensation
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    Chapter 2 Robust Feedback Stabilization of Nonlinear Systems
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    Chapter 3 Feedback Design from the Zero Dynamics Point of View
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    Chapter 4 Two Examples of Stabilizable Second Order Systems
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    Chapter 5 Orthogonality — Conventional and Unconventional — In Numerical Analysis
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    Chapter 6 Discrete Observability of Parabolic Initial Boundary Value Problems
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    Chapter 7 Numerical Optimal Control Via Smooth Penalty Functions
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    Chapter 8 Observability and Inverse Problems Arising in Electrocardiography
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    Chapter 9 Eigenvalue Approximations on the Entire Real Line
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    Chapter 10 Prediction Bands for ILL-Posed Problems
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    Chapter 11 Controllability, Approximations and Stabilization
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    Chapter 12 Interval Mathematics Techniques for Control Theory Computations
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    Chapter 13 Accuracy and Conditioning in the Inversion of the Heat Equation
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    Chapter 14 On the Recovery of Surface Temperature and Heat Flux via Convolutions
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    Chapter 15 Observability, Interpolation and Related Topics
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    Chapter 16 Constructing Polynomials over Finite Fields
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    Chapter 17 A Collocative Variation of the Sinc-Galerkin Method for Second Order Boundary Value Problems
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    Chapter 18 A Sinc-Collocation Method for Weakly Singular Volterra Integral Equations
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    Chapter 19 Tuning Natural Frequencies by Output Feedback
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    Chapter 20 Efficient Numerical Solution of Fourth-Order Problems in the Modeling of Flexible Structures
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    Chapter 21 Explicit Approximate Methods for Computational Control Theory
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    Chapter 22 Sinc Approximate Solution of Quasilinear Equations of Conservation Law Type
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    Chapter 23 Systems with Fast Chaotic Components
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    Chapter 24 Bifurcation and Persistance of Minima in Nonlinear Parametric Programming
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    Chapter 25 Numerical Solution of an Ill-Posed Coefficient Identification Problem
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    Chapter 26 Observability, Predictability and Chaos
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    Chapter 27 Geometric Inverse Eigenvalue Problem
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    Chapter 28 Observability and Group Representation Theory
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    Chapter 29 Highly-Accurate Difference Schemes for Solving Hyperbolic Problems
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    Chapter 30 A Finite Spectrum Unmixing Set For \mathcal{G}\mathcal{L}{\text{(3,}}\mathcal{R}{\text{)}}
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