Instabilities and Fronts in Extended Systems
Pierre Collet; Jean Pierre Eckmann
Sold by Poverty Hill Books, Mt. Prospect, IL, U.S.A.
AbeBooks Seller since 13 May 2008
New - Hardcover
Condition: New
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Add to basketSold by Poverty Hill Books, Mt. Prospect, IL, U.S.A.
AbeBooks Seller since 13 May 2008
Condition: New
Quantity: 1 available
Add to basketHARDCOVER, BRAND NEW COPY, Black Cloth Cover, Perfect Shape, Not a Remainder, No Black Publishers Remainder Mark, MH170-408Fast Shipping With Online Tracking, International Orders shipped Global Priority Air Mail, All orders handled with care and shipped promptly in secure packaging, we ship Mon-Sat and send shipment confirmation emails. Our customer service is friendly, we answer emails fast, accept returns and work hard to deliver 100% Customer Satisfaction!
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The physics of extended systems is a topic of great interest for the experimentalist and the theoretician alike. There exists a large literature on this subject in which solutions, bifurcations, fronts, and the dynamical stability of these objects are discussed. To the uninitiated reader, the theoretical methods that lead to the various results often seem somewhat ad hoc, and it is not clear how to generalize them to the nextthat is, not yet solvedproblem. In an introduction to the subject of instabilities in spatially infinite systems, Pierre Collet and Jean-Pierre Eckmann aim to give a systematic account of these methods, and to work out the relevant features that make them operational. The book examines in detail a number of model equations from physics. The mathematical developments of the subject are based on bifurcation theory and on the theory of invariant manifolds. These are combined to give a coherent description of several problems in which instabilities occur, notably the Eckhaus instability and the formation of fronts in the Swift-Hohenberg equation. These phenomena can appear only in infinite systems, and this book breaks new ground as a systematic account of the mathematics connected with infinite space domains.
Originally published in 1990.
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