
Linear System Theory and Design International Student Edition
by Chen, Chi-TsongRent Textbook
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Summary
Table of Contents
Introduction | |
Linear Spaces and Linear Operators | |
Mathematical Descriptions of Systems | |
Linear Dynamical Equations and Impulse-Response Matrices | |
Controllability and Observability of Linear Dynamical Equations | |
Irreducible Realizations, Strict System Equivalence, and Identification | |
State Feedback and State Estimators | |
Stability of Linear Systems | |
Linear-Time Invariant Composite Systems: Characterization, Stability, and Designs | |
Elementary Transformations | |
Analytic Functions of a Real Variable | |
Minimum Energy Control | |
Controllability after the Introduction of Sampling | |
Hermitian Forms and Singular Value Decomposition | |
On the Matrix Equation AM + MB = N | |
Polynomials and Polynomial Matrices | |
Poles and Zeros | |
References | |
Index | |
Table of Contents provided by Publisher. All Rights Reserved. |
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