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Methods Of Qualitative Theory In Nonlinear Dynamics Part 2 World Scientific Series On Nonlinear Science Series A Volume 5 Illustrated Chua

  • SKU: BELL-24765388
Methods Of Qualitative Theory In Nonlinear Dynamics Part 2 World Scientific Series On Nonlinear Science Series A Volume 5 Illustrated Chua
$ 31.00 $ 45.00 (-31%)

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Methods Of Qualitative Theory In Nonlinear Dynamics Part 2 World Scientific Series On Nonlinear Science Series A Volume 5 Illustrated Chua instant download after payment.

Publisher: World Scientific Publishing Company
File Extension: PDF
File size: 145.74 MB
Pages: 957
Author: Chua, Leon O, Shilnikov, Leonid P, Shilnikov, Andrey L, Turaev, Dmitry V
ISBN: 9789810240721, 9810240724
Language: English
Year: 2001
Edition: Illustrated

Product desciption

Methods Of Qualitative Theory In Nonlinear Dynamics Part 2 World Scientific Series On Nonlinear Science Series A Volume 5 Illustrated Chua by Chua, Leon O, Shilnikov, Leonid P, Shilnikov, Andrey L, Turaev, Dmitry V 9789810240721, 9810240724 instant download after payment.

Bifurcation and chaos has dominated research in nonlinear dynamics for over two decades, and numerous introductory and advanced books have been published on this subject. There remains, however, a dire need for a textbook which provides a pedagogically appealing yet rigorous mathematical bridge between these two disparate levels of exposition. This book has been written to serve that unfulfilled need. Following the footsteps of Poincare, and the renowned Andronov school of nonlinear oscillations, this book focuses on the qualitative study of high-dimensional nonlinear dynamical systems. Many of the qualitative methods and tools presented in the book have been developed only recently and have not yet appeared in textbook form. In keeping with the self-contained nature of the book, all the topics are developed with introductory background and complete mathematical rigor. Generously illustrated and written at a high level of exposition, this invaluable book will appeal to both the beginner and the advanced,student of nonlinear dynamics interested in learning a rigorous mathematical foundation of this fascinating subject.

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