Updated on 2021/06/22

写真b

 
SATO Nobuya
 
*Items subject to periodic update by Rikkyo University (The rest are reprinted from information registered on researchmap.)
Affiliation*
College of Science Department of Mathematics
Graduate School of Science Field of Study: Mathematics
Graduate School of Science Field of Study: Mathematics
Title*
Associate Professor
Degree
博士(数理科学) ( 東京大学 )
Contact information
Mail Address
Research Theme*
  • 専門は、作用素環論における部分因子環(subfactor)理論。現在の主要な研究テーマは、subfactorから構成されるモノイダル圏である。

  • Campus Career*
    • 4 2007 - Present 
      College of Science   Department of Mathematics   Associate Professor
    • 4 2007 - Present 
      Graduate School of Science   Field of Study: Mathematics   Associate Professor
    • 4 2007 - Present 
      Graduate School of Science   Field of Study: Mathematics   Associate Professor
    • 4 2003 - 3 2007 
      College of Science   Department of Mathematics   Associate Professor (as old post name)
     

    Research Areas

    • Natural Science / Geometry

    Research History

    • 4 2007 - Present 
      RIKKYO UNIVERSITY   College of Science Department of Mathematics   Associate Professor

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    • 4 2007 - Present 
      RIKKYO UNIVERSITY   Graduate School of Science Field of Study: Mathematics   Associate Professor

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    • 4 2007 - Present 
      RIKKYO UNIVERSITY   Graduate School of Science Field of Study: Mathematics   Associate Professor

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    • 4 2003 - 3 2007 
      RIKKYO UNIVERSITY   College of Science Department of Mathematics   Associate Professor (as old post name)

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    • 4 2000 - 3 2002 
      Osaka Prefecture University

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    • 4 1998 - 3 2000 
      Osaka Prefecture University

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    • 4 1997 - 3 1998 
      日本学術振興会   日本学術振興会特別研究員

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    • 4 1997 - 3 1998 
      日本学術振興会   日本学術振興会特別研究員

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    Education

    • - 3 1997 
      The University of Tokyo   Graduate School, Division of Mathematical Sciences

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      Country: Japan

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    • - 3 1997 
      The University of Tokyo   Graduate School, Division of Mathematical Sciences

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      Country: Japan

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    • - 3 1997 
      The University of Tokyo   Graduate School, Division of Mathematical Sciences

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      Country: Japan

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    • - 3 1997 
      The University of Tokyo   Graduate School, Division of Mathematical Sciences

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      Country: Japan

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    • - 3 1993 
      The University of Tokyo   Faculty of Science

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      Country: Japan

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    Papers

    • Computations of Turaev-Viro-Ocneanu invariants of 3-manifolds from subfactors

      佐藤 信哉

      Journal of Knot Theory and its Ramifications   1 1 2003

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      Language:English   Publishing type:Research paper (other academic)  

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    • 位相的場の理論と作用素環

      佐藤 信哉

      別冊 数理科学 現代物理と現代幾何   202 - 209   1 1 2002

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      Language:Japanese   Publishing type:Research paper (other academic)  

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    • (2+1)-dimensional topological quantum field theory with Verlinde basis and Turaev-Viro-Ocneanu invariants of 3-manifolds

      佐藤 信哉

      Geometry and Topology Monographs ( 4 ) 281 - 294   1 1 2002

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      Language:English   Publishing type:Research paper (other academic)  

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    • 書評 D.E. Evans & Y.Kawahigashi: Quantum symmetires on operator algebras

      佐藤 信哉

      数学 春季号52 ( 2 )   4 2000

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      Language:Japanese   Publishing type:Research paper (other academic)  

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    • 部分因子環の理論と3次元多様体の位相不変量

      佐藤 信哉

      数学セミナー 現代数学スナップショット 作用素環のはなし 第7話 ( 4月 ) 74 - 79   4 1999

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      Language:Japanese   Publishing type:Research paper (other academic)  

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    • Fourier transform for paragroups and its application to the depth two case

      佐藤 信哉

      Kyoto University Publications of the RIMS ( 33 ) 189 - 222   1 1 1997

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      Language:English   Publishing type:Research paper (other academic)  

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    • Some applications of flatness in paragroup theory

      佐藤 信哉

      東京大学 博士論文   1 1 1997

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      Language:English   Publishing type:Research paper (other academic)  

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    • Two subfactors arising from a non-degenerate commuting square II ― Tensor categories and TQFT's ―

      佐藤 信哉

      International Journal of Mathematics ( 8 ) 407 - 420   1 1 1997

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    • Two subfactors arising from a non-degenerate commuting square ― An answer to a question raised by V. F. R. Jones ―

      佐藤 信哉

      Pacific Jornal of Mathematics ( 180 ) 369 - 376   1 1 1997

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    • Constructing a nondegenerate commuting square from equivalent systems of bimodules

      N Sato

      INTERNATIONAL MATHEMATICS RESEARCH NOTICES ( 19 ) 967 - 981   1997

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      Language:English   Publishing type:Research paper (scientific journal)   Publisher:DUKE UNIV PRESS  

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    Research Projects

    • 作用素環を用いた位相的場の理論の研究

      日本学術振興会  科学研究費助成事業 

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      4 2006 - 3 2009

      Grant type:Competitive

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    • 作用素環論の低次元トポロジーへの応用

      日本学術振興会  科学研究費助成事業 

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      4 2003 - 3 2006

      Grant type:Competitive

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