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Department Of Applied Mathematics Faculty Of Engineering Hiroshima University | 論文
- Hierarchies of Coupled Soliton Equations. I
- Discrete Analogue of a Generalized Toda Equation
- A Direct Approach to Multi-Periodic Wave Solutions to Nonlinear Evolution Equations
- A Functional Integral Representation of the Soliton Solution
- Nonlinear Partial Difference Equations. : I. A Difference Analogue of the Korteweg-de Vries Equation
- Discrete Two-Dimensional Toda Molecule Equation
- Discretization of the New Type of Soliton Equations(General)
- Nonlinear Transformations among Differential-Difference Equations That Exhibit Solitons
- N-Soliton Solutions of Model Equations for Shallow Water Waves
- Nonlinear Partial Difference Equations. V. Nonlinear Equations Reducible to Linear Equations
- On the Fifth-Order Polynomial Evolution Equations of Not Normal Type and Miura Transformations
- Soliton Solutions to the BKP Equations.II.The Integral Equation
- Soliton Solutions to the BKP Equations.I.the Pfaffian technique
- Flow characteristics of a coal-oil-water mixture prepared by disintegration of de-ashed coal agglomerates
- MOTION AND BÄCKLUND TRANSFORMATIONS OF DISCRETE PLANE CURVES