Rchr
J-GLOBAL ID：200901041443557195
Update date: Oct. 25, 2024
Morimoto Tohru
モリモト トオル | Morimoto Tohru
Affiliation and department：
Job title：
Professor
Research field (1)：
Geometry
Research keywords (10)：
Cartan geometry
, equivalence problems of geometric structures
, filtered manifold
, differential geometry
, geometry of differential equations
, Lie group
, subriemannian geometry
, Monge-Ampère equation
, nilpotent analysis
, nilpotent geometry
Research theme for competitive and other funds (23)：
- 2017 - 2022 Klein-Cartan program for geometry and differential equations
- 2011 - 2015 Development of nilpotent geometry and nilpotent analysis II
- 2010 - 2014 Study on relations between differential equations and geometric structures by the method of twistor theory
- 2008 - 2010 Study of Analysis on Manifolds
- 2007 - 2009 Correlation between differential equations, geometric structures, and twistor theory
- 2007 - 2009 Developments of nilpotent geometry and nilpotent analysis
- 2005 - 2007 Study of Analysis on Manifolds
- 2006 - 2006 可解多様体の諸構造の研究
- 2004 - 2005 Developments of nilpotent geometry and nilpotent analysis, and subriemannian geometry
- 2001 - 2003 Geometric structures and differential equations on filtered manifolds
- 2000 - 2001 Symmetric spaces and integrable systems
- 1998 - 2001 Projective contact geometry and singularity theory
- 1998 - 1999 Geometric and group-theoretic studies on differential equations
- 1998 - 1998 ソフィス・リー没後百年記念国際研究集会の企画調査
- 1996 - 1996 平均曲率一定曲面の安定性と一意性に関する研究
- 1996 - 1996 フィルター付き多様体上の微分方程式と部分リーマン幾何
- 1994 - 1994 接フィルター付き多様体上の幾何構造と微分方程式
- 1993 - 1993 接フィルター付き多様体上の幾何構造と微分方程式
- 1990 - 1990 接フィルタ-付き多様体上の幾何と微分方程式
- 1988 - 1988 接フィルターを持つ幾何構造の研究
- 1987 - 1988 GEOMETRY THEORY OF SYSTEMS OF ORDINARY DEFFERENTIAL EQUATIONS
- 1987 - 1988 GEOMETRY OF MANIFOLDS
- 1985 - 1986 GEOMETRY OF MANIFOLDS
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Papers (26)：
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Boris Doubrov, Tohru Morimoto. Extrinsic geometry and linear differential equations of sl(3)-type. Annals of Global Analysis and Geometry. 2024. 66. 6. 1-31
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Jaehyun Hong, Tohru Morimoto. Prolongations, invariants, and fundamental identities of geometric structures. Differential Geometry and its Applications. 2024. 92. 102107. 1-62
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Boris Doubrov, Yoshinori Machida, Tohru Morimoto. Extrinsic geometry and linear differential equations. SIGMA. 2021. 17. 61. 1-60
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Kenro Furutani, Mauricio Godoy Molina, Irina Markina, Tohru Morimoto, Alexander Vasil'ev. Lie algebras attached to Clifford modules and simple graded Lie algebras. Journal of Lie Theory. 2018. 843-864
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Tohru Morimoto. Cartan connection associated with a subriemannian structure. 2008. 26. 75-78
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MISC (2)：
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森本 徹. 名著発掘 Elie Cartan『Lecons sur les invariants integraux(積分不変式講義)』『Les systemes differentiels exterieurs et leurs applications geometriques(外微分形式系と幾何への応用)』--エリー・カルタンの2冊の名著. 数学のたのしみ. 2002. 29. 98-104
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森本 徹. Repere mobile 幾何の見方. 数学のたのしみ. 2001. 26. 26. 97-106
Books (4)：
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倉西数学への誘い 微分方程式の流れと幾何の光ーリー、カルタンから倉西そして現代へ
岩波書店 2013
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Developments of Cartan geometry and related mathematical problems
RIMS Kokyuroku 2006
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21世紀の数学 幾何学の未踏峰
日本評論社 2004
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Lie groups, geometric structures and differential equations---one hundred years after Sophus Lie. Proceedings of the International Conference held at Kyoto University, Kyoto, and at Nara Women's University, Nara, December 1999
Advanced Studies in Pure Mathematics, 37. Mathematical Society of Japan, Tokyo 2002
Lectures and oral presentations (145)：
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Classification of the symbols of pseudo-subriemannian contact structures
(2024)
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Differential equations on frag varieties
(2024)
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Equivalence problems in differential geometry extrinsic and intrinsic and geometry of differential equations linear and non-linear-1 and 2
(Encounter with mathmatics 77 Cartan Geometry -Modern Developments and Recent Applications-)
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線形微分方程式系と旗多様体における外在的幾何 -- その分類に向かって,まずその推移的なものの分類
(トポロジープロジェクト研究集会「接触構造、特異点、微分方程式及びその周辺」)
-
Classify the systems of linear differential equations
(Workshop on Parabolic Geometry and Related Topics 17-20 October 2023 Institute of Basic Science,Daejeon 2023)
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Education (2)：
- - 1969 Kyoto University
- - 1967 Kyoto University Faculty of Science
Professional career (1)：
- Doctor of Science (Kyoto University)
Committee career (2)：
- 1992/04 - 1994/03 日本数学会 評議員
- 1992/04 - 1994/03 Mathematical Society of Japan councilor
Association Membership(s) (2)：
日本数学会
, Mathematical Society of Japan
