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Department Of Applied Mathematics Faculty Of Engineering Hiroshima University | 論文
- Discretization of the Euler Top : General Physics
- Discretization of the Potential Modified KdV Equation
- Complete Integrability of General Nonlinear Differential-Difference Equations Solvable by the Inverse Method. I
- Complete Integrability of General Nonlinear Differential-Difference Equations Solvable by the Inverse Method. II
- A Representation fo Solutions for the KP Hierarchy and Its Algebraic Structure
- Rupture of the hepatic artery after left hemihepatectomy for hilar bile duct carcinoma
- Complete Integrability of Nonlinear Differential-Difference Equations (Theory of Nonlinear Waves)
- Complete Integrability of Nonlinear Network Equations Describing a Volterra System
- Computational Construction of Representation Matrices for 3-Parallel Version Polynomial Invariants of 5-Braids
- Wronskian Structures of Solutions for Soliton Equations
- Solutios of the Kadomtsev-Petviashvili Equation and the Two-Dimensional Toda Equations
- A note on built-upness
- Solving Multivariate Algebraic Equation by Hensel Construction
- Inverse Method Applied to the Solution of Nonlinear Network Equations Describing a Volterra System
- Casorati Determinant Form of Dark Soliton Solutions of the Discrete Nonlinear Schrödinger Equation
- Second Modified KdV Equation and Its Exact Multi-Soliton Solution
- A Discrete KdV Equation and Its Casorati Determinant Solution
- Exact Solutions of the Cylindrical Toda Molecule Equation
- The Backlund and Inverse Scattering Transform of the K-dV Equation with Nonuniformities
- Solutions of the Classical Boussinesq Equation and the Spherical Boussinesq Equation:The Wronskian Technique