Showing 1 of 1 PublicationsThe Inverse Spectral Method on the PlaneCoifman R, Fokas A. The Inverse Spectral Method on the Plane. Springer Series In Nonlinear Dynamics 1993, 58-85. DOI: 10.1007/978-3-642-58045-1_5.Peer-Reviewed Original ResearchCitationsConceptsInverse spectral methodCauchy problemLinear eigenvalue equationKorteweg-deVries equationSpectral methodRiemann–Hilbert problemIntegrable equationsEigenvalue equationInverse problemInitial dataEquationsTransform methodInverseProblemEigenfunctionsSolutionImportant factFormulationDownload Full List
The Inverse Spectral Method on the PlaneCoifman R, Fokas A. The Inverse Spectral Method on the Plane. Springer Series In Nonlinear Dynamics 1993, 58-85. DOI: 10.1007/978-3-642-58045-1_5.Peer-Reviewed Original ResearchCitationsConceptsInverse spectral methodCauchy problemLinear eigenvalue equationKorteweg-deVries equationSpectral methodRiemann–Hilbert problemIntegrable equationsEigenvalue equationInverse problemInitial dataEquationsTransform methodInverseProblemEigenfunctionsSolutionImportant factFormulation