New Lax Representation and Integrable Discretization of the Relativistic Volterra Lattice
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概要
- 論文の詳細を見る
From a proper 2 x 2 discrete isospectral problern, the relativistic Volterra lattice introducedby Suris and Ragnisco is rederived. So, a new Lax matrix for the relativistic Volterra lattice isgiven. Integrable discretization of the relativistic Volterra lattice is also obtained.
- 社団法人日本物理学会の論文
- 1999-03-15
著者
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Xue W
Hong Kong Baptist Univ. Hong Kong Chn
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Xue Weimin
Department Of Mathematics Fujian Normal University
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ZHU Zuonong
Department of Applied Mathematics, Shanghai Jiaotong University
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Zhu Z
Department Of Applied Mathematics Shanghai Jiaotong University
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Zhu Zuonong
Ccast (world Lab.):department Of Mathematics Hong Kong Baptist University
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HUANG Hongci
Department of Mathematics,Hong Kong Baptist University
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Huang H
Department Of Mathematics Hong Kong Baptist University
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Huang Hongci
Department Of Mathematics Hong Kong Baptist University
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Zhu Z
Ccast (world Laboratory):department Of Mathematics Hong Kong Baptist University
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- Two Coupled Integrable Hierarchies Possessing Hereditary Symmetry
- New Lax Representation and Integrable Discretization of the Relativistic Volterra Lattice
- A New Lax Integrable Hierarchy and Its Hamiltonian Form
- Some New Nonlinear Defferential-Difference Integrable Hierarchies
- Approximate Stationary Solitons of the Fifth Order Singularly Perturbed KdV-Type Equation