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Type: Article
On the modified intermediate long-wave equation
Abstract:
We consider the modified intermediate long-wave equation u(t) - partial derivative(x)u(3) + 1/theta u(x) + VP integral(R)1/2 theta coth (pi(y-x)/2 theta)u(yy) (t, y) dy = 0. We develop the factorization technique to study the large time asymptotics of solutions.
We consider the modified intermediate long-wave equation u(t) - partial derivative(x)u(3) + 1/theta u(x) + VP integral(R)1/2 theta coth (pi(y-x)/2 theta)u(yy) (t, y) dy = 0. We develop the factorization technique to study the large time asymptotics of solutions.
Keywords: asymptotics of solutions; intermediate long-wave equation; critical nonlinearity
Journal: Nonlinearity
ISSN: 0951-7715
Year: 2018
Volume: 31
Number: 3
Pages: 908-1008
Revision: 1



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