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Type: Article
Asymptotic expansion of solutions to the periodic problem for a non-linear Sobolev-type equation
Abstract:
We study the long-time behaviour of solutions to the periodic problem for a non-linear Sobolev-type equation. In the case of non-small initial perturbations we get estimates for the decay as a function of time. In the case of small initial data we prove an asymptotic formula for solutions to the periodic problem for a non-linear Sobolev-type equation.
We study the long-time behaviour of solutions to the periodic problem for a non-linear Sobolev-type equation. In the case of non-small initial perturbations we get estimates for the decay as a function of time. In the case of small initial data we prove an asymptotic formula for solutions to the periodic problem for a non-linear Sobolev-type equation.
Keywords: Sobolev-type equations; periodic problem; asymptotic behaviour
MSC: 35G25 (35B10 35B40)
Journal: Izvestiya Mathematics
ISSN: 1064-5632
Year: 2013
Volume: 77
Number: 2
Pages: 313-324



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