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J-GLOBAL ID：200901040627248393
Update date: Jan. 30, 2024
HOSOKAWA Takuya
ホソカワ タクヤ | HOSOKAWA Takuya
Affiliation and department：
Job title：
Associate Professor
Research field (1)：
Basic analysis
Research keywords (1)：
Analytic Function Space Theory and Operator Theory. Composition operators and weighted composition operators on the Hardy, Bergman, Bloch spaces.
Research theme for competitive and other funds (9)：
- 2020 - 2024 Functional analysis approach to time evolution of graphs and its application
- 2021 - 2024 Hardy空間とBergman空間の間の荷重合成作用素の研究
- 2015 - 2019 Study of graph homomorphisms from functional analysis
- 2016 - 2019 解析関数の乗法演算と合成演算の代数構造と位相構造の研究
- 2015 - 2018 Researches on the structures of analytic function spaces and linear operators on them
- 2013 - 2016 解析関数への乗法演算と合成演算の位相構造の研究
- 2012 - 2015 Researches on the structures of the spaces of analytic and harmonic functions and operators on them
- 2012 - 2015 Study on the well-posedness of hyperbolic equation with memory
- 2008 - 2011 Functional analytic research of hyperbolic equations with memory
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Papers (21)：
Lectures and oral presentations (28)：
-
Some operators on power growth spaces on a tree
(2021年度関数環研究集会 2021)
-
tree上の関数空間とその上の荷重合成作用素
(2020年度関数環研究集会 2020)
-
Weighted composition operators between Bergman spaces
(Real, Complex and Functional Analysis Seminar 2019 2019)
-
Composition operators induced by products of analytic self-maps
(Spring Central and Western Joint Sectional Meeting of American Mathematical Society 2019)
-
Integral operators acting from Bergman spaces to BMOA-type spaces
(2018年度関数環研究集会 2018)
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Education (5)：
- 2000 - 2003 Niigata University Graduate School of Science and Technology 情報理工学専攻
- 2000 - 2003 Niigata University Graduate School of Science and Technology
- 1998 - 2000 Kyoto University Graduate School, Division of Natural Science 数学・数理解析専攻
- 1998 - 2000 Kyoto University Graduate School, Division of Natural Science 数学・数理解析専攻
- 1994 - 1998 Kyoto University Faculty of Science 理学科
Professional career (2)：
- Chaotic behavior of dinamics by bounded linear operators, Master thesis, Kyoto University (Kyoto University)
- Composition operators on the Hardy space H^2 and H^∞, Thesis, Niigata University (Niigata University)
Work history (3)：
- 2011/04 - 茨城大学工学部 准教授
- 2009/04 - 2011/03 茨城大学工学部 講師
- 2008/09 - 2009/03 高麗大学 大学院 基礎科学科 研究教授(ポスドク研究員)
Committee career (5)：
- 2021/01 - 現在 American Mathematical Society Math Review, Reviewer
- 2021/10 - 2021/10 Nihonkai Mathematical Journal 査読者
- 2020/09 - 2021/02 Potential Analysis 査読者
- 2020/08 - 2020/08 Journal of Geometric Analysis 査読者
- 2020/02 - 2020/02 Kyoto Journal of Mathematics 査読者
Association Membership(s) (1)：
The Mathematical Society of Japan
