Rchr
J-GLOBAL ID:201201056423928726
Update date: Aug. 02, 2022
YOKOYAMA Misako
ヨコヤマ ミサコ | YOKOYAMA Misako
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Affiliation and department:
Shizuoka University Faculty of Science - Department of Mathematics
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Detailed information
Job title:
Lecturer
Research field (1):
Geometry
Research keywords (5):
orbifold homotopy group
, orbifold homology theory
, V-manifold
, algebraic topological invariants of orbifolds
, topological orbifold
Research theme for competitive and other funds (3):
2000 - 軌道体の点とホモロジー及びそれに関連する群と亜群
1999 - 軌道体の点とホモロジー及びそれに関連する群と亜群
1992 - 曲線の安定形の計算
Papers (12):
Misako Yokoyama. A general theory of orbifolds, and essential 2-suborbifolds respecting graph products. TOPOLOGY AND ITS APPLICATIONS. 2016. 207. (num). 62-95
Yoshihiro Takeuchi, Misako Yokoyama. The duality theorem between the t-singular homology and the ws-singular cohomology of orbifolds. TOPOLOGY AND ITS APPLICATIONS. 2012. 159. 5. 1369-1379
Misako Yokoyama. Notes on the s-singular and t-singular homologies of orbifolds. KYUSHU JOURNAL OF MATHEMATICS. 2007. 61. 1. 137-154
Misako Yokoyama, Yoshihiro Takeuchi. The ws-singular cohomology of orbifolds. TOPOLOGY AND ITS APPLICATIONS. 2007. 154. 1664-1678
Misako Yokoyama, Yoshihiro Takeuchi. The t-singular homology of orbifolds. TOPOLOGY AND ITS APPLICATIONS. 2006. 153. 1722-1758
more...
MISC (1):
Misako Yokoyama. An Exampie of a Stabie and Symmetric Curve. Reports of the Science. 1996. 30. 1-11
Lectures and oral presentations (22):
The w-Cech cohomology of orbifolds
(日本数学会 2016)
軌道体の基本前亜群(圏)、基本半群、基本亜群
(日本数学会 2015)
Finding a system of essential 2-suborbifolds
(日本数学会 2012)
軌道体のt-cellularホモロジーとws-simplicialコホモロジー
(日本数学会 2007)
The t-singular homology and ws-singular cohomology of orbifolds
(変換群論シンポジウム 2001)
more...
Professional career (2):
博士(数理学) (九州大学)
理学修士 (九州大学)
Association Membership(s) (1):
日本数学会
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