Mathematics-Dynamical Systems

Lectures on chaotic dynamical systems

US$5.00 US$43.00

Title (user) : Lectures on chaotic dynamical systemsISBN : 0821831682,9780821831687ISSN : 1089-3288DDC : 514/.74LCC : QA614.8 .A385 2003GoogleBook ID : or8jDwAAQBAJOpenLibrary ID : OL14755721MSeries : AMS/IP studies in advanced mathematics 28Authors (user) : V. S. Afraimov...
Description

Title (user) : Lectures on chaotic dynamical systems

ISBN : 0821831682,9780821831687

ISSN : 1089-3288

DDC : 514/.74

LCC : QA614.8 .A385 2003

GoogleBook ID : or8jDwAAQBAJ

OpenLibrary ID : OL14755721M

Series : AMS/IP studies in advanced mathematics 28

Authors (user) : V. S. Afraimovich, Sze-Bi Hsu

Authors (google) : Valentin Senderovich Afraĭmovich,Sze-Bi Hsu

Publisher : American Mathematical Society

Language : English

Publication Date : 2003

Scanned : yes (300 DPI)

File Format : djvu

Categories : Mathematics


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Description (user) :
This book is devoted to chaotic nonlinear dynamics. It presents a consistent, up-to-date introduction to the field of strange attractors, hyperbolic repellers, and nonlocal bifurcations. The authors keep the highest possible level of 'physical' intuition while staying mathematically rigorous. In addition, they explain a variety of important nonstandard algorithms and problems involving the computation of chaotic dynamics. The book will help readers who are not familiar with nonlinear dynamics to understand and appreciate sophisticated modern dynamical systems and chaos. It is intended for courses in either mathematics, physics, or engineering, prerequisites are calculus, differential equations, and functional analysis.


------------------------------------------

Description (google) :
This work is devoted to chaotic nonlinear dynamics. It presents a consistent, up-to-date introduction to the field of strange attractors, hyperbolic repellers, and nonlocal bifurcations. The authors keep the highest possible level of physical intuition while staying mathematically rigorous. In addition, they explain a variety of important nonstandard algorithms and problems involving the computation of chaotic dynamics. The book will help readers who are not familiar with nonlinear dynamics to understand and enjoy sophisticated modern monographs on dynamical systems and chaos. It is intended for courses in either mathematics, physics, or engineering, prerequisites are calculus, differential equations, and functional analysis.

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