TITLE

Global existence of solutions for 1-D nonlinear wave equation of sixth order at high initial energy level

AUTHOR(S)
Jihong Shen; Yanbing Yang; Runzhang Xu
PUB. DATE
February 2014
SOURCE
Boundary Value Problems;Feb2014, Vol. 2014, p1
SOURCE TYPE
Academic Journal
DOC. TYPE
Article
ABSTRACT
This paper considers the Cauchy problem of solutions for a class of sixth order 1-D nonlinear wave equations at high initial energy level. By introducing a new stable set we derive the result that certain solutions with arbitrarily positive initial energy exist globally.
ACCESSION #
94627282

 

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