KAWAI Takahiro | Research Institute for Mathematical Sciences

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概要

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• 同名の論文著者
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関連著者

• Kawai Takahiro

  Research Institute For Mathematical Sciences Kyoto University

• KAWAI Takahiro

  Research Institute for Mathematical Sciences

• KAWAI TAKAHIRO

  Research Institute for Mathematical Sciences, Kyoto University

• KASHIWARA Masaki

  Research Institute for Mathematical Sciences, Kyoto University

• Kashiwara Masaki

  Research Institute For Mathematical Sciences Kyoto University

• Matsuzawa Tadato

  Department Of Mathematics Nagoya University

• Nakamura Gen

  Department Of Mathematics Josai University

• Nakamura Gen

  Department Of Electrical Engineering Science University Of Tokyo

• OSHIMA Toshio

  Department of Mathematics, Faculty of Science, The University of Tokyo

• STAPP Henry

  Lawrence Berkely Laboratory, University of California

• Stapp Henry

  Lawrence Berkeley Laboratory University Of California

• Stapp Henry

  Lawrence Berkely Laboratory University Of California

• KASHIWARA Masaki

  Mathematical Institute Nagoya University

• Oshima Toshio

  Department Of Chemical Engineering Faculty Of Engineering Himeji Institute Of Technology

• Takei Yoshitsugu

  Research Institute For Mathematical Sciences Kyoto University

• Matsuzawa Tadato

  Department Of Mathematics Faculty Of Science Nagoya University

• ION Patrick

  Universitat Heidellberg

• OSHIMA Toshio

  Research Institute for Mathematical Sciences Kyoto University

• MATSUZAWA Tadato

  Department of Mathematics, Nagoya University

• KAWAI Takahiro

  Department of Mathematics Faculty of Sciences University of Tokyo

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著作論文

• On the Boundary Value of a Solution of the Heat Equation
• Professor Mikio Sato and Microlocal Analysis
• Monodromy Structure of Solutions of Holonomic Systems of Linear Differential Equations is Invariant under the Deformation of the System
• Holonomic Systems of Linear Differential Equations and Feynman Integrals
• Micro-Analytic Structure of the $\textit{S}$-Matrix and Related Functions
• On Holonomic Systems of Micro-differential Equations. III-Systems with Regular Singularities-
• Microlocal Analysis
• Micro-hyperbolic pseudo-differential operators I
• Structure of a single pseudo-differential equation in a real domain
• Half of the Toulouse Project Part 5 is Completed : Structure Theorem for Instanton-Type Solutions of $(P_J)_m$ (J = I,II or IV) near a Simple $P$-Turning Point of the First Kind (Algebraic Analysis and the Exact WKB Analysis for Systems of Differential Eq
• Microlocal Properties of Local Elementary Solutions for Cauchy Problems for a Class of Hyperbolic Linear Differential Operators
• Theory of Vector-Valued Hyperfunctions

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