MUKOHARA MIHO
Organization
Faculty of Mathematics Division of Analysis Assistant Professor
Title
Assistant Professor
Homepage
Research Areas
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Natural Science / Basic analysis
Degree
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博士(数理科学) （ 2025.3 The University of Tokyo ）
Research History
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Kyushu University 数理学研究院 Assistant Professor
2025.4 - Present
Education
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The University of Tokyo 数理科学研究科 博士課程
2022.4 - 2025.3
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The University of Tokyo 数理科学研究科 修士課程
2020.4 - 2022.3
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Hokkaido University 理学部 数学科
2015.4 - 2020.3
Research Interests・Research Keywords
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Research theme： Operator algebra
Keyword： C*環，コンパクト群
Research period： 2022.4 - Present
Papers
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Inclusions of simple C*-algebras arising from compact group actions Reviewed
Miho Mukohara
J. Funct. Anal. 288 ( 2 ) 2025
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C*-simplicity of relative profinite completions of generalized Baumslag-Solitar groups Reviewed
Miho Mukohara
Publ. RIMS Kyoto Univ. 60 351 - 372 2024
Presentations
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On a Galois correspondence for minimal actions of compact groups on C*-algebras
向原未帆
Analysis Seminar, the University of Waterloo 2025.3
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On Galois correspondence for compact group actions on simple C*-algebras
向原未帆
RIMS共同研究(公開型)「作用素環論の最近の進展」 2024.9
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Inclusions of simple C*-algebras arising from compact group actions
向原未帆
京都作用素環セミナー(KOAS) 2024.5
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Inclusions of simple C*-algebras arising from isometrically shift-absorbing actions
向原未帆
東大作用素環セミナー 2024.1
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On Galois correspondence for compact group actions of simple C*-algebras
向原未帆
Ober seminar at the University of Muenster 2023.10
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C*-simplicity of tdlc groups Invited
向原未帆
Totally disconnected locally compact groups from a geometric perspective 2023.9
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C*-simplicity of locally compact groups acting on trees
向原未帆
Ober seminar at the University of Muenster 2023.3
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C*-simplicity of locally compact groups
向原未帆
量子解析セミナー(名古屋大学） 2023.1
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C*-simplicity of locally compact groups Invited
向原未帆
NCTS East Asia Core Doctoral Forum in Mathematics 2023.1
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C*-simplicity of relative profinite completions of generalized Baumslag-Solitar groups Invited
向原未帆
作用素論作用素環論研究集会 2022 2022.12
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C*-simplicity of relative profinite completions of generalized Baumslag-Solitar groups
向原未帆
東大作用素環セミナー 2022.1
Academic Activities
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第6回数理新人セミナー
Role(s)： Planning, management, etc.