CHIYONOBU Taizou





Degree 【 display / non-display 】
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Degree name:Doctor(Mathematical Science)
Classified degree field:Probability and Stochastic Processes
Degree awarding institution:The University of Tokyo
Acquisition way:Thesis
Date of acquisition:1999.12
Campus Career 【 display / non-display 】
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Job function organization:Kwansei Gakuin University School of Science and Technology Department of of Mathematical Sciences
Career:Professor
Duties period:2002.04 -
Field of expertise (Grants-in-aid for Scientific Research classification) 【 display / non-display 】
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Field of expertise (Grants-in-aid for Scientific Research classification):Mathematical analysis
Papers 【 display / non-display 】
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Written language: English
Title of paper: Metastable Behavior for Conservative Dynamics on a Finite Box With Open Boundary
Publication title: Communications on Stochastic Analysis vol.8 (4) (p.469 - 487)
Date of issue: 2014.12
Name of author(s): Taizo Chiyonobu and Yusuke TakagiType of publication: Research paper (scientific journal)
Co-author classification: Joint Work
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Written language: English
Title of paper: Large Deviation Principle for the Pinned Motion of Random Walks.
Publication title: J. Math. Sci. Univ. Tokyo vol.19 (p.677 - 697)
Date of issue: 2012.12
Name of author(s): T. Chiyonobu and K. IchiharaType of publication: Research paper (scientific journal)
Co-author classification: Joint Work
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Written language: English
Title of paper: Large Deviation for Periodic Non Reversible Markov Chain on a Square Lattice.
Publication title: Proceedings of TJASSST'11
Date of issue: 2011.11
Name of author(s): T. ChiyonobuType of publication: Research paper (scientific journal)
Co-author classification: Joint Work
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Written language: English
Title of paper: A Note on Two-point Taylor Expansion.
Publication title: to appear in Journal of Pure and Applied Mathematics
Date of issue: 2011.10
Name of author(s): K. Kitahara & T. Chiyonobu & H. TsukamotoType of publication: Research paper (scientific journal)
Co-author classification: Joint Work
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Written language: English
Title of paper: Large Deviations for Regenerative Processes.
Publication title: Kwansei Gakuin Uiversity Natural Sciences Review vol.13 (p.11 - 23)
Date of issue: 2009.11
Name of author(s): T. Chiyonobu & S. SotomuraType of publication: Research paper (scientific journal)
Co-author classification: Joint Work
Books 【 display / non-display 】
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Written language: English
Book Title: On Laplace asymptotic formula for Gibbs measures with repulsive interactions, 10, 2006.2
Publisher's name: Kwansei Gakuin Univ. Natural Sciences Review
Date of issue: 2006.02
Name of author(s): T. Chiyonobu
Type of books: Scholarly Book
Form of book: Single Work
Presentations 【 display / non-display 】
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Presentation (Written) language: English
Conference Name: Talk at Zurich Seminar on Stochastic Process at ETH
Conference classification: International conference
Meeting period: 2011.02
Topic / Session title: A limit formula for a class of Gibbs measures with mean field interactions.
Form of presentation: Oral Presentation(general)
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Presentation (Written) language: English
Conference Name: 研究集会「無限粒子系、確率場の諸問題」
Conference classification: Internal meeting
Meeting period: 2005.12
Topic / Session title: Laplace asymptotics related to Gallavotti & Marchioros' integral.
Form of presentation: Oral Presentation(general)
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Presentation (Written) language: English
Conference Name: IFORS2005
Conference classification: International conference
Meeting period: 2005.07
Topic / Session title: A Probabilistic Analysis of a Network Model Based on aGeneralization of the Polya's Urn Problem.
Form of presentation: Oral Presentation(general)
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Presentation (Written) language: English
Conference Name: 研究集会「大偏差原理とその関連領域」
Conference classification: Internal meeting
Meeting period: 2005.03
Topic / Session title: Limit theorems on deformed Polya's Urn model.
Form of presentation: Oral Presentation(general)
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Presentation (Written) language: English
Conference Name: ネットワーク生態学2005シンポジウム
Conference classification: Internal meeting
Meeting period: 2005.03
Topic / Session title: A Probablistic Analysis of a Netwok Model based on a generalization of the Poya's Urn Problem.
Form of presentation: Oral Presentation(general)