Rchr
J-GLOBAL ID:200901019388099578
Update date: Apr. 16, 2025 Masumoto Makoto
マスモト マコト | Masumoto Makoto
Affiliation and department: Job title:
Professor
Other affiliations (1): Research field (1):
Basic analysis
Research keywords (1):
Complex Analysis
Research theme for competitive and other funds (36): - 2022 - 2026 Research on holomorphic mappings of Riemann surfaces --- Geometry of spaces of continuations of Riemann surfaces and applications
- 2018 - 2022 リーマン面の正則写像の研究--把手条件の拡張と応用
- 2015 - 2018 多変数複素関数論から見たリーマン面の接続とスパンの研究
- 2014 - 2018 リーマン面の正則写像の研究--写像の存在と等角不変量
- 2011 - 2014 Studies on special linear series and Weierstrass points on compact Riemann surfaces
- 2010 - 2014 Research on holomorphic mappings of Riemann surfaces---roles of handles played in the existence problem of holomorphic mappings
- 2010 - 2013 Study on the initial value problems for a new type of nonlinear dispersive wave equations
- 2008 - 2013 Continuations of a Riemann surface and dynamics of viscos fluid --- study of conformal embeddings and associated Poiseuille flow
- 2007 - 2010 Special linear systems on compact Riemann surfaces
- 2007 - 2010 Holomorphic mappings of Riemann surfaces with handles
- 2005 - 2007 リーマン面上の特殊線形系の研究
- 2004 - 2007 双曲的距離に重点を置いたリーマン面の等角的埋め込みと粘性流を含めた流体力学の研究
- 2004 - 2006 非局所的なソリトン方程式の零分散極限での解の漸近挙動に関する研究
- 2004 - 2006 Extremal problems and holomorphic mappings of Riemann surfaces
- 2002 - 2006 ソボレフ関数のポテンシャル論的解析
- 2003 - 2005 閉リーマン面上の特殊線形系の研究
- 2002 - 2004 積分核を有する非線形波動方程式の零分散極限での解の挙動に関する研究
- 2000 - 2003 Holomorphic mappings and moduli of Riemann surfaces
- 1999 - 2003 リーマン面の単射正則写像の研究と流体力学への応用---古典的単葉関数論の現代的意義
- 2000 - 2002 リーマン面の等角不変量とテータ函数
- 2000 - 2002 閉リーマン面上の有理型函数の研究
- 2001 - 2001 第2回日韓数理科学共同研究-複素解析学と関連分野
- 1998 - 2000 擬等角写像の変分公式の研究
- 1998 - 2000 リーマン面上の有理型函数・Weierstrass点の研究
- 1998 - 2000 整数論的関数の平均化とその漸近的挙動
- 1998 - 2000 Extremal and hyperbolic lengths on Riemann surfaces and moduli problems
- 1997 - 1999 拡散過程の構成と分解
- 1997 - 1999 Research on holomorphic mappings between Riemann surfaces
- 1996 - 1997 Research on holomorphic mappings between Riemann surfaces
- 1995 - 1996 Lie群の表現と等質空間上の調和解析
- 1994 - 1996 多様体上のポテンシャル論の総合的研究
- 1994 - 1995 Research on holomorphic mappings of Riemann surfaces
- 1993 - 1994 多次元加法過程の推移確率の滑らかさとその応用
- 1988 - 1989 偏微分方程式の解の挙動に関するポテンシャル論的研究
- 1987 - 1988 有限生成クライン群の研究
- 解析関数と調和関数の境界挙動に関する研究
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Papers (34): MISC (2): -
増本誠. 指数関数・対数関数. 数学セミナー. 2006. 45. 4. 20-26
-
増本誠. 複素数. 数学セミナー. 2005. 44. 4. 36-40
Books (3): - 大学1・2年生ではどんな数学を学ぶの?
日本評論社 2009 ISBN:9784535784758
- 岩波 数学辞典 第4版
岩波書店 2007 ISBN:9784000803090
- Encyclopedia of Mathematics, Supplement Volume I
Kluwer Academic Publishers 1997 ISBN:0792347099
Lectures and oral presentations (81): -
Conformal embeddings of open Riemann surfaces of finite genus into closed ones of the same genus
(Riemann surfaces and Discontinuous groups 2024 2025)
-
Extremal properties of self-welding continuations
(セミナー in 詫間 2024 2025)
-
Closings of finite open Riemann surfaces of genus three of higher
(Conference on Conformal Mappings and Value Distribution Theory 2024 2025)
-
Closings of open Riemann surfaces of finite genus
(Prospects of theory of Riemann surfaces 2025)
-
有限開リーマン面の自己溶接接続
(セミナー in 詫間 2023-2 2024)
more... Professional career (3): - Ph.D (Kyoto University)
- Master of Science (Kyoto University)
- Bachelor of Science (Kyoto University)
Work history (11): - 2024/04 - 現在 Hiroshima Institute of Technology Professor
- 2023/04 - 現在 Yamaguchi University
- 2016/04 - 2023/03 Yamaguchi University
- 2015/04 - 2020/03 Yamaguchi University
- 2006/04 - 2016/03 YAMAGUCHI UNIVERSITY Graduate School of Science and Engineering(Science) Professor
- 2009/04 - 2011/03 Yamaguchi University Faculty of Science
- 2004/10 - 2006/03 Yamaguchi University Faculty of Science
- 1994/10 - 2004/09 Yamaguchi University Faculty of Science
- 1994/02 - 1994/09 Nagoya Institute of Technology Faculty of Engineering
- 1991/10 - 1994/01 Nagoya Institute of Technology Faculty of Engineering
- 1984/01 - 1991/09 Hiroshima University Faculty of Science
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Association Membership(s) (2):
American Mathematical Society
, The Mathematical Society of Japan
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