An authoritative treatment by leading researchers covering theory and optimal estimation, along with practical applications.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Hsiao-Dong Chiang is Professor of Electrical and Computer Engineering at Cornell University, New York, President of Bigwood Systems, Inc. (BSI), Ithaca, New York and President of Global Optimal Technology, Inc. (GOTI). He is a Fellow of the IEEE.
Inhaltsangabe
1. Introduction Part I. Theory: 2. Stability, limit sets and stability regions 3. Energy function theory 4. Stability regions of continuous dynamical systems 5. Stability regions of attracting sets of complex nonlinear dynamical systems 6. Quasi-stability regions of continuous dynamical systems - theory 7. Stability regions of constrained dynamical systems 8. Relevant stability boundary of continuous dynamical systems 9. Stability regions of discrete dynamical systems Part II. Estimation: 10. Estimating stability regions of continuous dynamical systems 11. Estimating stability regions of complex continuous dynamical systems 12. Estimating stability regions of discrete dynamical systems 13. A constructive methodology to estimate stability regions of nonlinear dynamical systems 14. Estimation of relevant stability regions 15. Critical evaluation of numerical methods for approximating stability boundaries Part III. Advanced Topics: 16. Stability regions of two-time scale continuous dynamical systems 17. Stability regions for a class of non-hyperbolic dynamical systems - theory and estimation 18. Optimal estimation of stability regions for a class of large-scale nonlinear dynamic systems 19. Bifurcations of stability regions Part IV. Applications: 20. Application of stability regions to direct stability analysis of large-scale electric power systems 21. Stability-region-based methods for multiple optimal solutions of nonlinear programming 22. Perspectives and future directions.
1. Introduction Part I. Theory: 2. Stability, limit sets and stability regions 3. Energy function theory 4. Stability regions of continuous dynamical systems 5. Stability regions of attracting sets of complex nonlinear dynamical systems 6. Quasi-stability regions of continuous dynamical systems - theory 7. Stability regions of constrained dynamical systems 8. Relevant stability boundary of continuous dynamical systems 9. Stability regions of discrete dynamical systems Part II. Estimation: 10. Estimating stability regions of continuous dynamical systems 11. Estimating stability regions of complex continuous dynamical systems 12. Estimating stability regions of discrete dynamical systems 13. A constructive methodology to estimate stability regions of nonlinear dynamical systems 14. Estimation of relevant stability regions 15. Critical evaluation of numerical methods for approximating stability boundaries Part III. Advanced Topics: 16. Stability regions of two-time scale continuous dynamical systems 17. Stability regions for a class of non-hyperbolic dynamical systems - theory and estimation 18. Optimal estimation of stability regions for a class of large-scale nonlinear dynamic systems 19. Bifurcations of stability regions Part IV. Applications: 20. Application of stability regions to direct stability analysis of large-scale electric power systems 21. Stability-region-based methods for multiple optimal solutions of nonlinear programming 22. Perspectives and future directions.
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