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Tokushima University ⟩ Graduate School of Technology, Industrial and Social Sciences ⟩ Division of Science and Technology ⟩ Mathematical Science ⟩ Applied Mathematical Sciences ⟩ (Files for researchmap) [PDF manual] [Auto-propagate to researchmap]

Research

Field of Study

○ Mathematics
○ Mathematics
○ Mathematics
○ Mathematics

Subject of Study

○ Discrete p-holomorphic functions and discrete timelike minimal surfcaes
○ Discrete zero mean curvature surfaces in Lorentz-Minkowski 3-space
○ 可積分な曲面の離散化とその構成
○ 可積分変換による離散曲面の構成

Book / Paper

Academic Paper (Judged Full Paper):

1. Mason Pember, Denis Polly and Masashi Yasumoto :
Discrete Weierstrass type representations,
Discrete & Computational Geometry, Vol.to appear, 2022.
(DOI: 10.1007/s00454-022-00439-z)
2. Masashi Yasumoto and Rossman Wayne :
Semi-discrete linear Weingarten surfaces with Weierstrass-type representations and their singularities,
Osaka Journal of Mathematics, Vol.57, No.1, 169-185, 2020.
(Elsevier: Scopus)

Academic Paper (Unrefereed Paper):

1. Masashi Yasumoto :
3次元ミンコフスキー空間内の離散空間的平均曲率一定曲面 (部分多様体の幾何学の深化と展開),
RIMS Kokyuroku, Vol.2152, 1-15, 2020.
(CiNii: 1050285700355907072)

Review, Commentary:

1. Masashi Yasumoto :
A first step to two topics in discretizations of surfaces in Euclidean space,
Anam Lecture Notes in Mathematics, Vol.2, 1-35, Feb. 2020.
(CiNii: 1010853567244932865)

Grants-in-Aid for Scientific Research (KAKEN Grants Database @ NII.ac.jp)

  • 離散曲面に対する正則表現公式とその連続極限の解析 (Project/Area Number: 20K14314 )
  • Development of analysis and discretization in differential geometry (Project/Area Number: 20K03585 )
  • Variational problems and geometric analysis for hypersurfaces with singular points, and novel development of discrete surface theory (Project/Area Number: 20H01801 )
  • Research on trivalent constant mean curvature surfaces from various viewpoints (Project/Area Number: 18H04489 )
  • Search by Researcher Number (70770543)