Linear Dynamical Systems

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Author(s): John L. Casti (Eds.)
Series: Mathematics in Science and Engineering 135
Publisher: Academic Press
Year: 1977

Language: English
Pages: iv-xv, 1-351

Content:
Edited by
Page iv

Copyright page
Page v

Dedication
Page vi

Preface to the Revised Edition
Pages xi-xii
John L. Casti

Preface to the First Edition
Pages xiii-xv
Saratoga

Chapter 1 Basic Concepts, Problems, and Examples
Pages 1-20

Chapter 2 Mathematical Description of Linear Dynamical Systems
Pages 21-34

Chapter 3 Controllability and Reaehability
Pages 35-71

Chapter 4 Observability/Constructibility
Pages 72-87

Chapter 5 Structure Theorems and Canonical Forms
Pages 88-116

Chapter 6 Realization Theory
Pages 117-146

Chapter 7 Stability Theory
Pages 147-181

Chapter 8 The Linear-Quadratie-Gaussian Problem
Pages 182-245

Chapter 9 A Geometric-Algebraic View of Linear Systems
Pages 246-316

Chapter 10 Infinite-Dimensional Systems
Pages 317-346

Index
Pages 347-351