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Título

Boundary-forced spatial chaos

AutorEguíluz, Víctor M. ; Hernández-García, Emilio ; Piro, Oreste
Fecha de publicación1-abr-2004
EditorKluwer Academic Publishers
CitaciónInstabilities and Nonequilibrium Structures VII & VIII, edited by Orazio Descalzi, Javier Martínez, and Enrique Tirapegui, 205-212 (2004)
SerieNonlinear Phenomena and Complex Systems ; 8
ResumenWe show that the presence of undulated boundaries can induce the formation of spatially chaotic, stationary, and stable structures in models as simple as the Fisher-Kolmogorov equation, which does not display any kind of chaos under common boundaries.
Descripción8 pages, 2 figures.-- Book TOC available at Google Books: http://books.google.es/books?isbn=1402018258
The contents of this book correspond to Sessions VII and VIII of the International Workshop on Instabilities and Nonequilibrium Structures which took place in Viña del Mar, Chile, in December 1997 and December 1999, respectively. Part I is devoted to self-contained courses. Three courses are related to new developments in Bose-Einstein condensation: the first one by Robert Graham studies the classical dynamics of excitations of Bose condensates in anisotropic traps, the second by Marc Etienne Brachet refers to the bifurcations arising in attractive Bose-Einstein condensates and superfluid helium and the third course by André Verbeure is a pedagogical introduction to the subject with special emphasis on first principles and rigorous results. Part I is completed by two courses given by Michel Moreau: the first one on diffusion limited reactions of particles with fluctuating activity and the second on the phase boundary dynamics in a one dimensional nonequilibrium lattice gas. Part II includes a selection of invited seminars at both Workshops.
Versión del editorhttp://www.springer.com/physics/book/978-1-4020-1825-1
URIhttp://hdl.handle.net/10261/7435
ISBN1-4020-1825-8
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