Updated on 2023/07/07

写真a

 
KAZUMI Tetsuya
 
Organization
Faculty of Liberal Arts, Sciences and Global Education Associate Professor
Graduate School of Science Department of Mathematics
Title
Associate Professor
Affiliation
Institute of Liberal Arts, Sciences and Global Education
Affiliation campus
Nakamozu Campus

Position

  • Faculty of Liberal Arts, Sciences and Global Education 

    Associate Professor  2022.04 - Now

  • Graduate School of Science Department of Mathematics 

    Associate Professor  2022.04 - Now

Degree

  • 博士(理学) ( Others )

Research Areas

  • Natural Science / Mathematical analysis  / Stochastic analysis

Professional Memberships

  • 日本数学会

    1994.04 - Now

Papers

  • On the Identification of Noncausal Wiener Functionals from the Stochastic Fourier Coefficients Reviewed

    Kiyoiki Hoshino, Tetsuya Kazumi

    Journal of Theoretical Probability 雑誌   32   1973 - 1989   2019.12

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    Kind of work:Joint Work  

  • On the Ogawa integrability of noncausal Wiener functionals Reviewed

    Kiyoiki Hoshino, Tetsuya Kazumi

    Stochastics:An International Journal of Probability and Stochastic processes 雑誌   91 ( 5 )   2019

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    Kind of work:Joint Work  

  • The damped Ornstein-Uhlenbeck generator on the space of Riemannian paths Reviewed

    44 ( 2 )   231 - 243   2004

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    Kind of work:Single Work  

  • The Ornstein-Uhlenbeck process on a Riemannian path space and the martingale problem Reviewed

    144 ( 1 )   1997

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    Kind of work:Single Work  

  • Differential calculus on a submanifold of an abstract Wiener space I: Covariant derivative

    Tetsuya Kazumi, Ichiro Shigekawa

    Pitman research notes in mathematics series 雑誌   310   1994

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    Kind of work:Joint Work  

  • Differential calculus on a submanifold of an abstract Wiener space II: Weitzenböck formula

    Tetsuya Kazumi, Ichiro Shigekawa

    Procedings of the conference on Dirichlet forms and stochastic processes 雑誌   1993.10

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    Kind of work:Joint Work  

  • Refinement in terms of capacities of certain limit theorems on an abstract Wiener space Reviewed

    Tetsuya Kazumi

    Journal of Mathematics of Kyoto University 雑誌   32 ( 1 )   1992

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    Kind of work:Single Work  

  • Measures of finite (r,p) -energy and potentials on a separable metric space

    Tetsuya Kazumi, Ichiro Shigekawa

    Lecture Notes in Math. 雑誌 Springer   XXVI   1992

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    Kind of work:Joint Work  

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Charge of on-campus class subject

  • 確率過程特論

    2022   Weekly class   Graduate school

  • 数理ファイナンスI

    2022   Weekly class   Undergraduate

  • 微積分1B

    2022   Weekly class   Undergraduate

  • 社会に活きる科学

    2022   Weekly class   Undergraduate

  • 数理・データサイエンス基礎B

    2022   Weekly class   Undergraduate

  • 微積分2/必:工〈航空・化工〉

    2022   Weekly class   Undergraduate

  • Mathematical Finance I

    2021    

  • Calculus II

    2021    

  • Sciences in Community

    2021    

  • Basic Mathematics II

    2021    

  • Basic Mathematics I

    2021    

  • The Viewpoint of Mathematics [or The Mathematical Viewpoint]

    2021    

  • Calculus I

    2021    

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