河備浩司

カワビヒロシ | Kawabi Hiroshi

所属機関・部署：
職名：教授

研究分野 (1件)：基礎解析学

研究キーワード (7件)：無限次元解析 , Malliavin解析 , 確率偏微分方程式 , 離散幾何解析 , ラフパス理論 , 確率解析 , 確率論

競争的資金等の研究課題 (17件)：

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論文 (23件)：

Satoshi Ishiwata, Hiroshi Kawabi. A graph discretized approximation of semigroups for diffusion with drift and killing on a complete Riemannian manifold. Mathematische Annalen. 2024. 1-37
Sergio Albeverio, Hiroshi Kawabi, Stefan-Radu Mihalache, Michael Röckner. Strong uniqueness for Dirichlet operators related to stochastic quantization under exponential/trigonometric interactions on the two-dimensional torus. Annali della Scuola Normale Superiore di Pisa, Classe di Scienze (5). 2023. 24. 1. 33-69
Masato Hoshino, Hiroshi Kawabi, Seiichiro Kusuoka. Stochastic quantization associated with the exp (Φ)_2-quantum field model driven by space-time white noise on the torus in the full L^{1}-regime. Probability Theory and Related Fields. 2022. 185. 1-2. 391-447
Masato Hoshino, Hiroshi Kawabi, Seiichiro Kusuoka. Tightness of the solutions to approximating equations of the stochastic quantization equation associated with the weighted exponential quantum field model on the two-dimensional torus. Stochastic Analysis, Random Fields and Integrable Probability - Fukuoka 2019. 2021
Satoshi Ishiwata, Hiroshi Kawabi, Ryuya Namba. Central limit theorems for non-symmetric random walks on nilpotent covering graphs: Part II. Potential Analysis. 2020. 55. 1. 127-166

MISC (8件)：

星野壮登, 河備浩司, 楠岡誠一郎. exp(Φ)2-量子場モデルの確率過程量子化と関連する話題(1) (確率論シンポジウム). 数理解析研究所講究録. 2021. 2177. 113-122
Masato Hoshino, Hiroshi Kawabi, Seiichiro Kusuoka. Stochastic quantization associated with the $\exp(Φ)_2$-quantum field model driven by space-time white noise on the torus in the full $L^1$-regime. 2020
Sergio Albeverio, Hiroshi Kawabi, Stefan-Radu Mihalache, Michael Roeckner. Strong uniqueness for Dirichlet operators related to stochastic quantization under exponential/trigonometric interactions on the two-dimensional torus. 2020
Masato Hoshino, Hiroshi Kawabi, Seiichiro Kusuoka. Stochastic quantization associated with the $\exp(Φ)_2$-quantum field model driven by space-time white noise on the torus. 2019. 21. 1. 339-375
Satoshi Ishiwata, Hiroshi Kawabi, Ryuya Namba. Central limit theorems for non-symmetric random walks on nilpotent covering graphs: Part II. 2018

講演・口頭発表等 (34件)：

A graph discretized approximation of diffusions with drift and killing on a complete Riemannian manifold
(North-East and Midlands Stochastic Analysis Seminars (NEMSA) 2024)
Stochastic quantization associated with the exp(Φ)_{2}-quantum field model driven by space-time white noise
(Stochastic Analysis Internal Seminar, University of Oxford 2024)
A graph discretized approximation of diffusions with drift and killing on a complete Riemannian manifold
(Stochastic Analysis Internal Seminar, University of Oxford 2024)
A graph discretized approximation of diffusions with drift and killing on a complete Riemannian manifold
(芝浦工業大学システム理工学部数理科学科談話会 2024)
Stochastic quantization associated with the exp(Φ)_{2}-quantum field model driven by space-time white noise
(Ritsumeikan Workshop on Stochastic Analysis 2023)

学歴 (4件)：

学位 (3件)：

経歴 (12件)：

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委員歴 (8件)：

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受賞 (1件)：

所属学会 (1件)：

日本数学会

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河備 浩司