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DEPARTMENT OF MATHEMATICS, TOKYO METROPOLITAN UNIVERSITY | 論文
- MANIFOLDS WHICH DO NOT ADMIT EXPANSIVE HOMEOMORPHISMS WITH PSEUDO ORBIT TRACING PROPERTY(Theory of Dynamical Systems and Its Application to Nonlinear Problems)
- Grobner Basis of a Module over K[x$_1$,...,x$_n$] and Polynomial Solutions of a System of Linear Equations
- GROBNER BASIS OF IDEAL OF CONVERGENT POWER SERIES
- DESIGN OF A GENERAL COMPUTER ALGEBRA SYSTEM
- TOWARDS A PROOF OF THURSTON'S GEOMETRIZATION THEOREM FOR ORBIFOLDS(Hyperbolic Geometry and 3-Manifolds)
- Effect to Exchange Currents on Orbital g-Factors and E1 Sum Rule for Photoabsorption
- The BC-chain Method for Representing Combinators in Linear Space(Software Science and Engineering)
- Binding Energies of the Baryons and Dihyperon in the Non-Relativistic Quark Model with Meson Exchange : Nuclear Physics
- Non-Perturbative Treatment for the Mass Splitting between the Delta and the Nucleon in the Non-Relativistic Quark Model
- Poisson Law for the Return Times of Some Chaotic Dynamical Systems
- SURFACES IN MINKOWSI 3-SPACE AND HARMONIC MAPS
- The Bounded Operator which Corresponds to a Differential Operator in L^2(R^N)
- A rewriting system for categorical combinators with multiple arguments
- Effect of Exchange Currents on Orbital g-Factor and E1 Sum Rule for Photoabsorption and Analogous Effect on Beta Decay
- The Electric Charge Distribution of the Lambda Particle : Particles and Fields
- Some Remarks on $\mathit{C}^\ast$-Dynamical Systems with a Compact Abelian Group
- Dynamical Breaking of Chiral Symmetry and Aspects of Vacuum : Particles and Fields
- Energy Decay and Asymptotic Behavior of Solutions to the Wave Equations with Linear Dissipation
- Energy Decay of Solutions to the Wave Equations with Linear Dissipation Localized Near Infinity
- TODA EQUATIONS AND HARMONIC MAPS(State of art and perspectives of studies on nonlinear integrable systems)