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Takahashi Masatomo
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Research field 【 display / non-display 】
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Mathematics
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Natural Science / Geometry
Keywords for Research Field 【 display / non-display 】
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Differential equations
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Differential geometry
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Singularity Theory
Graduate school・major, etc. 【 display / non-display 】
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Nihon University
2000.03,その他,数学科,Graduate,Japan
Papers 【 display / non-display 】
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Bertrand and Mannheim curves of framed curves in the 4-dimensional Euclidean space
Shun'ichi Honda, Masatomo Takahahsi, Haiou Yu,Journal of Geometry,vol.114,(p.1 ~ 24),Article Number:12,2023.04
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Enveloids of Legendre Curves in the Unit Tangent Bundle over the Euclidean Plane
Enze Li, Donghe Pei, Masatomo Takahashi ,Bulletin of the Malaysian Mathematical Sciences Society,vol.45,(p.3011 ~ 3041),2022.11
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One-parameter families of Legendre curves and plane line congruences
Yutaro Kabata, Masatomo Takahashi,Mathematische Nachrichten,vol.295,(p.1533 ~ 1561),2022.08
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Bertrand and Mannheim Curves of Spherical Framed Curves in a Three-Dimensional Sphere
Masatomo Takahashi, Haiou Yu ,Mathematics,vol.10,Article Number:1292,2022.04
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Singularities of Translation Surfaces in the Euclidean 3-Space
Tomonori Fukunaga, Masatomo Takahashi,Results in Mathematics,vol.77,Article Number:89,2022.03
Research reports 【 display / non-display 】
Presentaion at conference, meeting, etc. 【 display / non-display 】
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On vertices of frontals in the Euclidean plane
Masatomo Takahashi,WORKSHOP on Algebraic and Analytic Singularities,無し,2023.09.18,Warsaw University of Technology,Poland
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On generalised framed surfaces in the Euclidean 3-space
Masatomo Takahashi,Singularities of differentiable maps and its applications,無し,2023.03.06,Japan
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枠付き曲面の測地線について
高橋雅朋,可微分写像の特異点論とその応用,無し,2023.02.20
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枠付き曲面の測地線について
高橋雅朋,位相幾何・微分幾何及びその周辺分野への特異点論の応用,無し,2022.06.16,Zoom
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Envelopes of families of framed surfaces and singular solutions of first order partial differential equations
Masatomo Takahashi,6th International Workshop on Singularities in Generic Geometry and its Applications,Abstracts,(p.9-9),2019.10.21,Valencia University,Spain
Class subject in charge 【 display / non-display 】
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微分積分B(Fクラス)
2023,Department
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情報学ゼミナール
2023,Department
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微分積分A(Fクラス)
2023,Department
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微分積分A(Dクラス)
2023,Department
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基盤情報学演習
2023,Department
Education book 【 display / non-display 】
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微分積分増補版
2018.03,髙坂良史、加藤正和、黒木場正城, (p.279),学術図書出版社
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微分積分
2015.10,髙坂良史、加藤正和、黒木場正城, (p.257),学術図書
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微分積分
2015.03,髙坂良史、加藤正和、黒木場正城, (p.254),学術図書
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微分積分
2014.03,髙坂良史、加藤正和、黒木場正城, (p.253),学術図書
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微分積分
2013.03,髙坂良史、加藤正和、黒木場正城, (p.249),学術図書
International research cooperation activities 【 display / non-display 】
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On generalised framed surfaces in the Euclidean 3-space
中国,吉林経済大学,2022 ~ 2023