Derivation of Infinite Number of Conservation Laws for Non-Linear Difference-Difference Equations
スポンサーリンク
概要
- 論文の詳細を見る
It is shown that infinite number of conservation laws can be derived for thenonlinear partial difference-difference equations that have the Bicklund transformin a parallel manner to the continuous case. Explicit conservation laws are derivedfor discrete sine-Gordon equation and discrete-time Toda lattice equation.
- 社団法人日本物理学会の論文
- 1978-09-15
著者
-
Nakamura Akira
Physics Division Electrotechnical Laboratory
-
NAKAMURA Akira
Physics Laboratory,Faculty of Industrial Arts,Kyoto Technical University
関連論文
- E.S.R. Study on the Copper Manganese Dilute Alloy
- Electron Spin Resonance of Copper Manganese Dilute Alloys
- The Resistance Maximum in Copper Manganese Dilute Alloys
- An Anomalous Narrowing in the Electron Spin Resonance Line of Manganese in Copper
- E.S.R. Study on Gadolinium Metal
- Second Modified KdV Equation and Its Exact Multi-Soliton Solution
- Exact Solutions of the Cylindrical Toda Molecule Equation
- A New Example of Explode-Decay Solitary Waves in One-Dimension
- Similarty KP Equation and Various Different Representations of Its Solutions
- Bilinear,Pfaffian and Legendre Function Structures of the Tomimatsu-Sato Solutions of the Ernst Equation in General Relativity
- Backlund Transformation of the Cylindrical KdV Equation
- A Direct Method of Calculating Periodic Wave Solutions to Nonlinear Evolution Equations. : II. Exact One- and Two-Periodic Wave Solution of the Coupled Bilinear Equations
- A Direct Method of Calculating Periodic Wave Solutions to Nonlinear Evolution Equations. I. : Exact Two-Periodic Wave Solution
- Relation between Tomimatsu-Sato Black Holes and Semi-Infinite Toda Lattices
- Exact One-and Two-Periodic Wave Solutions of Fluids of Finite Depth
- Exact Cylindrical Soliton Solutions of the Sine-Gordon Equation,the Sinh-Gordon Equation and the Periodic Toda Equation
- Exact Explode-Decay Soliton Solutions of a Coupled Nonlinear Schroedinger Equation
- Simple Explode-Decay Mode Solution of a Certain One-Space-Dimensional Nonlinear Evolution Equation
- N-Periodic Wave and N-Soliton Solutions of the Modified Benjamin-Ono Equation
- Relation Between Certain Quasi-Vortex Solutions and Solitons of the Sine-Gordon Equation and Other Nonlinear Equations
- Exact Multi-Soliton Solution of the Modified Sine-Gordon Equation
- Undamping of Strongly Nonlinear Surface Impurity Localized Mode in the Toda Lattice : Computer Simulation
- Exact N-Soliton Solution of the Modified Finite Depth Fluid Equation
- Explicit One-Soliton Solutions of the 1+1 Dimensional Toda Molecule Equation and Their Large Molecule Limit of the Infinite Toda Lattice
- The 3+1 Dimensional Toda Equation and its Exact Solutions
- Cylindrical Multi-Soliton Solutions of the Toda Molecule Equation and Their Large Molecule Limit of the Toda Lattice
- Derivation of Infinite Number of Conservation Laws for Non-Linear Difference-Difference Equations
- The 3+1 Dimensional Toda Molecule Equation and Its Multiple Soliton Solutions