Strange attractors for periodically forced parabolic equations

Type Book

Rate 0.0 /5

"We prove that in systems undergoing Hopf bifurcations, the effects of periodic forcing can be amplified by the shearing in the system to create sustained chaotic behavior. Specifically, strange attractors with SRB measures are shown to exist. The analysis is carried out for infinite dimensional systems, and the results are applicable to partial differential equations. Application of the general results to a concrete equation, namely the Brusselator, is given."--Page v.

Details

Files

Reviews

Download

Title Statements

Full title :Strange attractors for periodically forced parabolic equations / Kening Lu, Qiudong Wang, Lai-Sang Young.

Summary

Edition Statements

Publication Date:©2012

Publication Statements

Publisher(s):American mathematical Society
Place of Publication:Providence, Rhode Island
Language:eng
Publication Date:©2012

Notes

"July 2013, Volume 224, Number 1054 (third of 4 numbers)."

The Physical Object

Description:1 online resource (v, 85 pages) : : color illustrations.

Edition Identifiers

ISBN:9781470410056, 1470410052
oclc:ocn841577827
LC Classification:QA614.813
Dewey Decimal:515/.3534

Subjects

Attracteurs (Mathématiques) Attractors (Mathematics) Differential equations, Parabolic Équations différentielles paraboliques Fonctions périodiques MATHEMATICS -- Calculus Mathematics -- Mathematical Analysis Periodic functions