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  1. Theoretical and Mathematical Physics
  2. Theoretical and Mathematical Physics : Volume 122
  3. Theoretical and Mathematical Physics : Volume 122, Issue 2, February 2000
  4. Inverse bi-Hamiltonian separable chains
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Theoretical and Mathematical Physics : Volume 191
Theoretical and Mathematical Physics : Volume 190
Theoretical and Mathematical Physics : Volume 189
Theoretical and Mathematical Physics : Volume 188
Theoretical and Mathematical Physics : Volume 187
Theoretical and Mathematical Physics : Volume 186
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Theoretical and Mathematical Physics : Volume 184
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Theoretical and Mathematical Physics : Volume 142
Theoretical and Mathematical Physics : Volume 141
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Theoretical and Mathematical Physics : Volume 139
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Theoretical and Mathematical Physics : Volume 136
Theoretical and Mathematical Physics : Volume 135
Theoretical and Mathematical Physics : Volume 134
Theoretical and Mathematical Physics : Volume 133
Theoretical and Mathematical Physics : Volume 132
Theoretical and Mathematical Physics : Volume 131
Theoretical and Mathematical Physics : Volume 130
Theoretical and Mathematical Physics : Volume 129
Theoretical and Mathematical Physics : Volume 128
Theoretical and Mathematical Physics : Volume 127
Theoretical and Mathematical Physics : Volume 126
Theoretical and Mathematical Physics : Volume 125
Theoretical and Mathematical Physics : Volume 124
Theoretical and Mathematical Physics : Volume 123
Theoretical and Mathematical Physics : Volume 122
Theoretical and Mathematical Physics : Volume 122, Issue 3, March 2000
Theoretical and Mathematical Physics : Volume 122, Issue 2, February 2000
Foreword
Darboux maps andD-modules
Inverse bi-Hamiltonian separable chains
Quantum integrability and quantum chaos in the micromaser
Integrable Hamiltonian systems with two degrees of freedom associated with holomorphic functions
Reduction of bi-Hamiltonian systems and separation of variables: An example from the Boussinesq hierarchy
A retarded action functional for the Dirac polaron
Binary Darboux transformations andN-wave systems in rings
Graded Lie algebras, representation theory, integrable mappings, and integrable systems
Nets, lattices, and multicomponent KP hierarchies
Applications of Darboux transformations to the self-dual Yang-Mills equations
Degenerate bi-Hamiltonian structures of the hydrodynamic type
A quest for the integrable equation in 3+1 dimensions
The hyperbolic Heisenberg and sigma models in 1+1 dimensions
Theoretical and Mathematical Physics : Volume 122, Issue 1, January 2000
Theoretical and Mathematical Physics : Volume 121
Theoretical and Mathematical Physics : Volume 120
Theoretical and Mathematical Physics : Volume 119
Theoretical and Mathematical Physics : Volume 118
Theoretical and Mathematical Physics : Volume 117
Theoretical and Mathematical Physics : Volume 116
Theoretical and Mathematical Physics : Volume 115
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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Inverse bi-Hamiltonian separable chains

Content Provider Springer Nature Link
Author Błaszak, M.
Copyright Year 2000
Abstract The procedure for constructing the related inverse counterpart for a given bi-Hamiltonian separable chain is presented.
Starting Page 140
Ending Page 150
Page Count 11
File Format PDF
ISSN 00405779
Journal Theoretical and Mathematical Physics
Volume Number 122
Issue Number 2
e-ISSN 15739333
Language English
Publisher Kluwer Academic Publishers-Plenum Publishers
Publisher Date 2000-01-01
Publisher Place New York
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword Applications of Mathematics Mathematical and Computational Physics
Content Type Text
Resource Type Article
Subject Statistical and Nonlinear Physics Mathematical Physics
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