Kamimoto Joe

カミモトジョウ | Kamimoto Joe

Affiliation and department：
Job title： Professor

Research field (1)： Basic analysis

Research keywords (2)： Several Complex Variables, Harmonic Analysis, Differential equations , Complex functions of several variables

Research theme for competitive and other funds (12)：

2020 - 2025 Application of Newton polyhedra in various kinds of analysis
2015 - 2020 Resolution of singularities by using Newton polyhedra and its application to analysis
2010 - 2015 Studies on complex analysis for pseudoconvex domains of finite type
2010 - 2015 New development of geometric complex analysis
2008 - 2012 Dynamics on algebraic varieties and Painleve equations

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Papers (28)：

Joe Kamimoto. Resolution of singularities for C^∞functions and meromorphy of local zeta functions. JOURNAL OF FUNCTIONAL ANALYSIS. 2024. 286. 1
Joe Kamimoto. The asymptotic behavior of the Bergman kernel on pseudoconvex model domains. 2024
Joe Kamimoto, Hiromichi Mizuno. ASYMPTOTIC EXPANSION OF OSCILLATORY INTEGRALS WITH SINGULAR PHASES. KYUSHU JOURNAL OF MATHEMATICS. 2023. 77. 2. 319-329
Joe Kamimoto. On Holomorphic Curves Tangent to Real Hypersurfaces of Infinite Type. JOURNAL OF GEOMETRIC ANALYSIS. 2021. 31. 8. 8063-8079
Joe KAMIMOTO. Newton polyhedra and order of contact on real hypersurfaces. Journal of the Mathematical Society of Japan. 2021. 73. 1. 1-39

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MISC (17)：

神本丈. 多変数関数論における解析接続 (特集複素解析の視点 : 遍在する複素関数). 数理科学. 2014. 52. 10. 52-57
KAMIMOTO JOE, NOSE TOSHIHIRO. ASYMPTOTIC ANALYSIS OF OSCILLATORY INTEGRALS AND LOCAL ZETA FUNCTIONS (Potential theory and fiber spaces). RIMS Kokyuroku. 2012. 1783. 169-187
神本丈. 正則直線束に関するベルグマン核について (超函数と線型微分方程式 2006. 数学史とアルゴリズム). 数理解析研究所講究録. 2009. 1648. 53-56
CHO KOJI, KAMIMOTO JOE, NOSE TOSHIHIRO. ON THE BERGMAN FUNCTION FOR SEMIPOSITIVE HOLOMORPHIC LINE BUNDLES (Bergman kernels and their applications to algebraic geometry). RIMS Kokyuroku. 2008. 1613. 1-5
Kamimoto Joe. ASYMPTOTIC EXPANSION OF THE BERGMAN KERNEL FOR TUBE DOMAINS OF FINITE TYPE (Microlocal Analysis and Related Topics). RIMS Kokyuroku. 2005. 1431. 23-29

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Books (2)：

有限型擬凸領域上のL2正則関数に関する複素解析
[九州大学] 2006
Asymptotic analysis of the Bergman kernel on weakly pseudoconvex domains = 弱擬凸領域のベルグマン核に関する漸近解析
東京大学数理科学研究科 1997

Lectures and oral presentations (72)：

Asymptotic analysis of oscillatory integrals with degenerate phases
(2021)
On holomorphic curves tangent to real hypersurfaces of infinite type
(2020)
Resolution of singularities of $C^{\infty}$ plane curves and meromorphy of local zeta functions
(2020)
Asymptotic analysis of oscillatory integrals with degenerate phases
(2020)
On meromorphy of local zeta functions
(2020)

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Education (5)：

1997 - 1997 The University of Tokyo Graduate School, Division of Mathematical Sciences
1995 - 1997 The university of Tokyo Department of Mathmatical Scieneces Mathmatics
1993 - 1995 Osaka University
1991 - 1993 Osaka University
1987 - 1991 Osaka University School of Science Department of Mathematics

Professional career (1)：

Work history (4)：

2022/04 - 現在 Kyushu University Faculty of Mathematics Professor
2007/04 - 2022/04 Kyushu university, Faculty of Mathematics Assicuate professor
2000/10 - 2007/03 Kyushu university Faculty of Mathematics Department of Mathematics Associate professor
1998/10 - 2000/09 Kumamoto university Research Assistant

Committee career (4)：

Association Membership(s) (1)：

日本数学会

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