Keio University · Faculty of Economics / Graduate School of Economics · 教授

Research keywordsdiffusions on Riemannian manifolds・stochastic quantization・space-time white noise・Dirichlet operators・nonsymmetric random walks・nilpotent covering graphs・quantum field models

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• A graph discretized approximation of semigroups for diffusion with drift and killing on a complete Riemannian manifold2024 · Mathematische Annalen 390
• Strong uniqueness for Dirichlet operators related to stochastic quantization under exponential/trigonometric interactions on the two-dimensional torus2023 · Annali Della Scuola Normale Superiore Di Pisa Classe Di Scienze 24
• Stochastic quantization associated with the exp (Φ) 2 -quantum field model driven by space-time white noise on the torus in the full L1 -regime2023 · Probability Theory and Related Fields
• Central Limit Theorems for Non-Symmetric Random Walks on Nilpotent Covering Graphs: Part II2021 · Potential Analysis

• 幾何解析の視点を融合した無限次元空間上の確率解析の新展開2023 · -
• 幾何学的視点を融合した無限次元空間上の確率解析の研究2020 · -
• 無限次元空間上の微分作用素の確率解析的研究2017 · -

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