Hamiltonian methods in the theory of solitons

Keywords

Inverse scattering problem, Hamiltonian (control theory), Calculus (dental), Theoretical physics, Scattering

References

No references recorded for this paper.

Cited by

• Soliton Asymptotics of Solutions of the Sine-Gordon EquationWerner Kirsch, Vladimir Kotlyarov — 1999
• Torus knots and polynomial invariants for a class of soliton equations.Simon C Middleton, Herbert W. Marsh, Andrew J Martin — 1993
• Hamiltonian Structure of Non-Abelian Toda LatticeM. Gekhtman — 1998
• Some Geometric Aspects of Integrability of Differential Equations in Two Independent VariablesEnríque G. Reyes — 2000
• Soliton and Domain Wall in the Self-Dual CP(1) ModelSung-Soo Kim, Phillial Oh, Chaiho Rim — 1997
• N-Dark-Dark Solitons in the Generally Coupled Nonlinear Schroedinger EquationsYasuhiro Ohta, Deng‐Shan Wang, Jianke Yang — 2010
• Algèbre de Yang-Baxter dynamique et fonctions de corrélation du modèle SOS intégrableD Levy-Bencheton — 2013
• Quantum Integrable Toda-Like Systems in Deformation QuantizationMartin Bordemann, Martin Walter — 1999
• Resonant generation of topological modes in trapped Bose-Einstein gasesV. I. Yukalov, Karl-Peter Marzlin, E. P. Yukalova — 2004
• Classical Integrable Systems and Automorphisms of Representations of gl(2)A. V. Tsiganov — 2001
• KP hierarchy and (1+1)-dimensional multicomponent integrable systemsYu. M. Sidorenko — 1993
• A Field Theory Description of Constrained Energy-Dissipation ProcessesJ. Mandjavidze, A. N. Sissakian — 2002
• Fay's identity in the theory of integrable systemsCaroline Kalla, KLEIN, Christian — 2011
• The glueball Regge trajectory from the string-inspired theoryS. V. Talalov — 2001
• A Trace Formula for One-Dimensional Dirac OperatorsSusanne Timischl, Bernd Thaller — 2001
• Perturbed WZW models and N=(2,2) supersymmetric sigma models with complex structureA. Rezaei-Aghdam, M. Sephid — 2012
• About geometrization of the dynamicsDumitru Bǎleanu, A. Karasu, Nugzar Makhaldiani — 2000
• RECURSION OPERATOR AND DISPERSIONLESS LAX REPRESENTATIONKostyantyn Zheltukhin — 2002
• A concise expression for the ODE's of orthogonal polynomialsBertrand Eynard — 2001
• The -Matrix and an Algebraic-Geometric Solution of the AKNS SystemZhijun Qiao — 2001

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