## Stability and Stabilization: |

Presenting stability and stabilization of equilibria as a core problem of mathematical control theory, the book emphasizes the subject's mathematical coherence and unity, and it introduces and develops many of the core concepts of systems and control theory. There are five chapters on linear systems and nine chapters on nonlinear systems; an introductory chapter; a mathematical background chapter; a short final chapter on further reading; and appendixes on basic analysis, ordinary differential equations, manifolds and the Frobenius theorem, and comparison functions and their use in differential equations. The introduction to linear system theory presents the full framework of basic state-space theory, providing just enough detail to prepare students for the material on nonlinear systems. - Focuses on stability and feedback stabilization
- Bridges the gap between linear and nonlinear systems for advanced undergraduates and beginning graduate students
- Balances coverage of linear and nonlinear systems
- Covers cascade systems
- Includes many examples and exercises
"This book takes a unique modern approach that bridges the gap between linear and nonlinear systems. . . . Clear formulated definitions and theorems, correct proofs and many interesting examples and exercises make this textbook very attractive."
"This book is a pleasant surprise. William Terrell selects and presents the field's key results in a fresh and unbiased way. He is enthusiastic about the material and his goal of setting forth linear and nonlinear stabilization in a unified format." "This textbook has very positive features. The arguments are complete; it does not shy away from making correct proofs one of its main goals; it strikes an unusually good balance between linear and nonlinear systems; and it has many examples and exercises. It is also mathematically sophisticated for an introductory text, and it covers very recent material."
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