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Singularity and Dynamics on Discontinuous Vector Fields
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  • Singularity and Dynamics on Discontinuous Vector Fields
ID: 174923
Albert Luo
Wycofany
This book discussed fundamental problems in dynamics, which extensively exist in engineering, natural and social sciences. The book presented a basic theory for the interactions among many dynamical systems and for a system whose motions are constrained naturally or artificially. The methodology and techniques presented in this book are applicable to discontinuous dynamical systems in physics, engineering and control. In addition, they may provide useful tools to solve non-traditional dynamics in biology, stock market and internet network et al, which cannot be easily solved by the traditional Newton mechanics. The new ideas and concepts will stimulate ones' thought and creativities in corresponding subjects. The author also used the simple, mathematical language to write this book. Therefore, this book is very readable, which can be either a textbook for senior undergraduate and graduate students or a reference book for researches in dynamics.

· Challenging continuous Newton's dynamics
· Original theory and seeds of new researches in the field
· Wide spectrum of applications in science and engineering
· Systematic presentation and clear illustrations

Preface
Chapter 1. Introduction
Chapter 2. Flow Passability and Tangential Flows
Chapter 3. Flow Switching Bifurcations
Chapter 4. Transversal Singularity and Bouncing Flows
Chapter 5. Real and Imaginary Flows
Chapter 6. Discontinuous Vector Fields with Flow Barriers
Chapter 7. Transport Laws and Mapping Dynamics
Chapter 8. Symmetry and Fragmentized Strange Attractors
Appendix
References
Subject Index
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