The soliton connection

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Publication:1240369

DOI10.1007/BF00420665zbMath0363.35032MaRDI QIDQ1240369

D. C. Robinson, Felix A. E. Pirani, Mike Crampin

Publication date: 1977

Published in: Letters in Mathematical Physics (Search for Journal in Brave)




Related Items (30)

Second order evolution equations which describe pseudospherical surfacesA super soliton connectionThe sine-Gordon equation, Tchebyshev nets, and harmonic mapsNonlinear wave equations, covariant exterior derivative, Painlevé test, and integrabilitySinh-Gordon equation, Painlevé property and Bäcklund transformationUnnamed ItemTests of integrability of the supersymmetric nonlinear Schrödinger equationOn formal integrability of evolution equations and local geometry of surfacesA class of third order quasilinear partial differential equations describing spherical or pseudospherical surfacesEquations with soliton solutions and the pseudosphereGeometrical structure and Bäcklund transformations of nonlinear evolution equations possessing a lax representationBäcklund transformations for the equation z//(uv)=(2 \(z_ u\) \(z_ v)\)/z + zSuper extensions of the short pulse equationSoliton geometry and the vacuum gravitational field equationsosp(N,2) AKNS equationsMotion of curves on two-dimensional surfaces and soliton equationsNonlinear Schrödinger equations and Virasoro algebraCurvature form and solutions of nonlinear modelsEditorial note to: J. L. Synge, ``On the deviation of geodesics and null geodesics, particularly in relation to the properties of spaces of constant curvature and indefinite line-element and to: F. A. E. Pirani, ``On the physical significance of the Riemann tensorEquations of pseudo-spherical type (After S. S. Chern and K. Tenenblat)On a geometrical property of the Bäcklund transformation of the sine- Gordon equationFourth order evolution equations which describe pseudospherical surfacesLie groups and KdV equationsOn the intrinsic geometry of certain nonlinear equations: The sine-Gordon equationA class of quasilinear second order partial differential equations which describe spherical or pseudospherical surfacesThe KdV prolongation algebraBäcklund transformations and the symmetries of the Yang equationsNew nonlinear evolution equations from surface theoryBundle connections and Bäcklund transformations for gravitational fields with isometriesOn generalized Bäcklund transformations for equations describing pseudo-spherical surfaces



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