Publication | Closed Access
Cauchy problems on the semiline and on a finite interval for the Eckhaus equation
28
Citations
1
References
1988
Year
Monge-ampere EquationEckhaus EquationElliptic EquationRiemann-hilbert ProblemLinear Integrodifferential EquationFinite IntervalElliptic FunctionMod PsiCauchy ProblemsFunctional AnalysisNonlinear Hyperbolic ProblemIntegrable SystemCalculus Of VariationPsi =0Nonlinear Functional Analysis
The Cauchy problems on the semiline and on a finite interval, for the Eckhaus equation i psi t+ psi xx+2( mod psi mod 2)x psi + mod psi mod 4 psi =0, are solved, i.e. to a linear integrodifferential equation in one independent variable.
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