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J-GLOBAL ID：200901003224433023   Update date: Jan. 31, 2024

Kori Tosiaki

コオリ トシアキ | Kori Tosiaki
Affiliation and department：
Waseda University Faculty of Science and Engineering

About Waseda University Faculty of Science and Engineering


Homepage URL  (1)： http://www.math.waseda.ac.jp/~kori/
Research field  (3)： Mathematical analysis ,  Basic analysis ,  Geometry
Research keywords  (2)： 大域解析学・幾何学 ,  Geometry
Research theme for competitive and other funds  (27)：
  • 2007 - 2009 Geometry of the space of Yang-Mills connections and its dual.
  • 2004 - 2006 Quantization of the Chem-Simons Gauge Theory on Four-manifolds
  • 2001 - 2003 Geometry of Field Theory and Spinor Analysis
  • 1999 - 2001 Variational study of nonlinear diffential equations
  • 1997 - 1998 Boundary conditions for gavge coupled Dirac operators and their invariants.
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Papers (5)：
  • Tosiaki Kori, Yuto Imai. Quaternifications and Extensions of Current Algebras on S-3. SYMMETRY-BASEL. 2015. 7. 4. 2150-2180
  • Tosiaki Kori, Yuto Imai. Lie algebra extensions of current algebras on S-3. INTERNATIONAL JOURNAL OF GEOMETRIC METHODS IN MODERN PHYSICS. 2015. 12. 9
  • Tosiaki Kori. Extensions of current groups on S-3 and the adjoint representations. JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN. 2014. 66. 3. 819-838
  • Tosiaki Kori. Chern-Simons pre-quantizations over four-manifolds. DIFFERENTIAL GEOMETRY AND ITS APPLICATIONS. 2011. 29. 5. 670-684
  • T KORI. THEOREMS OF DUALITY ON THE STRONGLY PSEUDOCONVEX BOUNDARY .2. ALEXANDROFF DUALITY. PUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES. 1984. 20. 3. 659-670
MISC (40)：
  • 郡 敏昭. Yang-Mills 方程式のハミルトン形式. 数理解析研究所講究録 力学系と微分幾何学 Dynamical Systems and Differential Geometry. 2005. 1408. 110-122
  • 郡 敏昭. Yang-Mills 方程式のハミルトン形式. 数理解析研究所講究録 力学系と微分幾何学 Dynamical Systems and Differential Geometry. 2005. 1408. 110-122
  • 解析力学・対称性(局所シンプレクティク幾何学). 三恵社. 2004
  • T Kori. Cohomology groups of harmonic spinors on conformally flat manifolds. ADVANCES IN ANALYSIS AND GEOMETRY: NEW DEVELOPMENTS USING CLIFFORD ALGEBRAS. 2004. pp. 209-225. 209-225
  • Cohomology Groups of Harmonic Spinors on Conformally Flat Manifolds. Trends in Mathematics: Advances in Analysis and Geometry, Birkhauser Verlag. 2004. pp. 209-225
ｍore...
Works (1)：
  • 郡 敏昭詩集 「苦しい夜のために」
    2005 -
Education (4)：
  • - 1976 Others
  • - 1976 Universite de Pierre et Marie Curie ( Paris 6 ) Graduate School, Division of Mathematical Sciences Mathematical Sciences
  • - 1964 Kyoto University Faculty of Science
  • - 1964 Kyoto University Faculty of Science Department of Mathematics
Professional career (1)：
  • Docteur (]J1118[)s Seiences (Universit(]E85EE[) de Paris (]G0006[))
Work history (17)：
  • 1972 - 1977 Waseda University School of Science and Engineering
  • 1976 - - Professor
  • 1972 - 1975 Associate professor of Sch. of Sci. and
  • 1971 - 1972 Waseda University School of Science and Engineering
  • 1971 - 1972 Lecturer of Mathematics,
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Association Membership(s) (2)：
日本数学会 ,  Mathematical Society of Japan
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