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Type: Article
Global existence of solutions to nonlinear dispersive wave equations
Abstract:
We study the global existence of solutions to nonlinear dispersive wave equations partial derivative(2)(t)u + 1/rho(2) vertical bar partial derivative(x)vertical bar(2 rho) u = lambda vertical bar partial derivative(t)u vertical bar(P-1) partial derivative(t)u in one space dimension, where 0 < rho <= 2, rho not equal 1, p > 3 and lambda is an element of C.
We study the global existence of solutions to nonlinear dispersive wave equations partial derivative(2)(t)u + 1/rho(2) vertical bar partial derivative(x)vertical bar(2 rho) u = lambda vertical bar partial derivative(t)u vertical bar(P-1) partial derivative(t)u in one space dimension, where 0 < rho <= 2, rho not equal 1, p > 3 and lambda is an element of C.
Keywords: LOW-ENERGY
MSC: 35Qxx
Journal: Differential and Integral Equations
ISSN: 0893-4983
Year: 2012
Volume: 25
Number: 7-8
Pages: 685--698



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