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DEPARTMENT OF MATHEMATICS TOKYO INSTITUTE OF TECHNOLOGY | 論文
- A canonical system of differential equations arising from the Riemann zeta-function (Functions in Number Theory and Their Probabilistic Aspects)
- On holomorphic mappings of complex manifolds with ball model
- On a construction of the fundamental solution for the free Dirac equation by Hamiltonian path-integral method. -The classical counterpart of Zitterbewegung Dedicated to Professor M. Yamaguti on his 70th birthday
- Reidemeister torsion of seifert fiberd spaces for SL (n ; C) - representations
- Uniqueness theorems for parabolic equations and Martin boundaries for elliptic equations in skew product form
- Multiplications in Complex Bordism Theory with Singularities
- A Symmetry-Breaking Bifurcation Theorem and Some Related Theorems Applicable to Maps Having Unbounded Derivatives
- Regularizations and finite ladders in multiple trigonometry
- Biaccessibility in unicritical Julia sets (複素力学系とその周辺)
- Iso-length-spectral problem for complete hyperbolic surfaces of finite type
- TOPOLOGICAL PRESSURE OF THE SET OF GENERIC POINTS FOR Z^d-ACTIONS
- On a bound for periods of solutions of a certain nonlinear differential equation (I)
- Helical minimal imbeddings of order 4 into spheres
- EXTREMAL VALUES OF DOUBLE AND TRIPLE TRIGONOMETRIC FUNCTIONS
- A VARIATION OF EULER'S APPROACH TO VALUES OF THE RIEMANN ZETA FUNCTION
- GEODESICS OF O_n^2, AND AN ANALYSIS ON A RELATED RIEMANN SURFACE
- Cucurbitacin C—Bitter Principle in Cucumber Plants
- AN EXAMPLE OF AN ODD DIMENSIONAL POSITIVELY PINCHED RIEMANNIAN MANIFOLD
- Correction to "Some aspects of real-analytic manifolds and differentiable manifolds"
- FACTORIZATION OF ENTIRE FUNCTIONS