Weak Chaos and Quasi-Regular Patterns (Cambridge Nonlinear Science Series, Series Number 1) by Georgin Moiseevich Zaslavskiî | (PDF) Free Download

Description

This book presents the fundamentals of chaos theory in conservative systems and provides a systematic study of the theory of transitional states of physical systems that lie between deterministic and chaotic behavior. The authors begin with the general concepts of Hamiltonian dynamics, stabililty, and chaos, and then discuss the theory of stochastic layers and webs and the numerous applications of this theory, particularly to pattern symmetry. Throughout, they are meticulous in providing a detailed presentation of the material, which enables the reader to learn the necessary computational methods and to apply them to other problems. The inclusion of computer graphics will aid understanding and the final section of the book contains a collection of patterns in art and living nature that will fascinate.

User’s Reviews

Editorial Reviews: Review “The serious student of chaos will find this book well worth reading. As a technical review, it is presently unparalleled, and as a provocative introduction to the mysteries of patterns, it is unique.” Ronald F. Fox, American Journal of Physics”…will be of most interest to specialists looking for a source for this material outside the original literature – the only other place much of it can be found.” C. Eugene Wayne, Physics Today”The material in this book can, and should, be incorporated into a senior undergraduate, or first year graduate, mechanics course. This is also an interesting and very readable book for physicists and applied mathematicians who are interested in chaos, irreversibility, and theories of spatial patterns and symmetries. I recommend this book highly….” K.K. Lee, Physics in Canada”a stimulating book that can provide new ideas on the generation and occurrence of patterns is a wide range of situations.” Peter J. Bryant, SIAM Review Book Description This is a paperback edition of the first title in the Cambridge Nonlinear Science Series.

Reviews from Amazon users which were colected at the time this book was published on the website:

⭐Originally published by Cambridge University in 1991, (translated from the Russian edition) this text is still of great interest to those involved in Hamiltonian dynamics. The mathematics is accessible to someone with a degree in physics or mathematics, but the text can be read by a much wider audience – anyone interested in the history and development of stability theory as it applies to orbital dynamics and quantum mechanics. It is truly amazing that one theory can encompass such a wide range of applications.

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