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  1. Theoretical and Mathematical Physics
  2. Theoretical and Mathematical Physics : Volume 149
  3. Theoretical and Mathematical Physics : Volume 149, Issue 2, November 2006
  4. Bi-Hamiltonian systems of natural form
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Theoretical and Mathematical Physics : Volume 149
Theoretical and Mathematical Physics : Volume 149, Issue 3, December 2006
Theoretical and Mathematical Physics : Volume 149, Issue 2, November 2006
Pairs of commuting Hamiltonians quadratic in the momenta
Bi-Hamiltonian systems of natural form
ABC formula and R-operation for quantum processes with unstable states
Fedosov supermanifolds
A discrete “three-particle” Schrödinger operator in the Hubbard model
Phase diagrams of multicomponent lattice models
The coherent potential method in the diffusion problem on a random substitution lattice
The method of exact diagonalization preserving the total spin and taking the point symmetry of the two-dimensional isotropic Heisenberg magnet into account
Two-dimensional four-line models of the Ising model type
Renyi entropy as a statistical entropy for complex systems
Bose-Einstein-type distribution applied to flicker noise and turbulence
Applying the Linblad equation to quantum dissipative systems ( Theoretical and Mathematical Physics , Volume 149 , Issue 2 )
Theoretical and Mathematical Physics : Volume 149, Issue 1, October 2006
Theoretical and Mathematical Physics : Volume 148
Theoretical and Mathematical Physics : Volume 147
Theoretical and Mathematical Physics : Volume 146
Theoretical and Mathematical Physics : Volume 145
Theoretical and Mathematical Physics : Volume 144
Theoretical and Mathematical Physics : Volume 143
Theoretical and Mathematical Physics : Volume 142
Theoretical and Mathematical Physics : Volume 141
Theoretical and Mathematical Physics : Volume 140
Theoretical and Mathematical Physics : Volume 139
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Theoretical and Mathematical Physics : Volume 137
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Theoretical and Mathematical Physics : Volume 114
Theoretical and Mathematical Physics : Volume 113
Theoretical and Mathematical Physics : Volume 112
Theoretical and Mathematical Physics : Volume 111
Theoretical and Mathematical Physics : Volume 110

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Bi-Hamiltonian systems of natural form

Content Provider Springer Nature Link
Author Tsygav, A. V.
Copyright Year 2006
Abstract We propose a new method for constructing integrable systems of natural form. In this method, integrals of motion are solutions of an overdetermined system of algebraic and partial differential equations obtained from the compatibility condition for Poisson tensors polynomial in the momenta and from the condition that the bi-Lagrangian distribution corresponding to the integrals of motion is invariant under the action of the recursion operator.
Starting Page 1437
Ending Page 1456
Page Count 20
File Format PDF
ISSN 00405779
Journal Theoretical and Mathematical Physics
Volume Number 149
Issue Number 2
e-ISSN 15739333
Language English
Publisher Kluwer Academic Publishers-Consultants Bureau
Publisher Date 2006-01-01
Publisher Place New York
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword integrable system bi-Hamiltonian manifold separation of variables Applications of Mathematics Mathematical and Computational Physics
Content Type Text
Resource Type Article
Subject Statistical and Nonlinear Physics Mathematical Physics
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