Murai Hiroko

ムライヒロコ | Murai Hiroko

Affiliation and department：
Other affiliations (2)：

Research field (1)： Geometry

Research keywords (10)：平坦折り , 折り紙 , 葉層構造 , 多様体 , 結び目 , flat folding , origami , foliation , manifold , knot

Research theme for competitive and other funds (4)：

2023 - 2027 位相幾何学による折り紙理論の新しい展開とその応用
2022 - 2026 大域構造の空間を基軸とする低次元トポロジーの研究とその応用
2013 - 2017 Research on 3-manifold using geometric techniques and its development
2009 - 2012 Foliations on three dimensional manifolds

Papers (7)：

村井紘子, 山村瑠納. 曲面上のグラフのKrushkal 多項式. 研究集会「結び目の数理II」報告集. 2019
Miki Irii, Tsuyoshi Kobayashi, Hiroko Murai. SIMILARITY STRUCTURE ON 2-DIMENSIONAL TORUS AND FLAT ORIGAMI. JP Journal of Geometry and Topology. 2019. 22. 1. 45-63
Funakoshi, Yukari, Hashizume, Megumi, Ito, Noboru, Kobayashi, Tsuyoshi, Murai, Hiroko. A distance on the equivalence classes of spherical curves generated by deformations of type RI. JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS. 2018. 27. 12
MURAI Hiroko. Gap of codimension one foliations. Kobe Journal of Mathematics. 2012. 29. 1-24
Hiroko MURAI. Gap of Depths of Leaves on Codimension One Foliations. Kyoto-Math Preprint Series. 2007. 7

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Lectures and oral presentations (17)：

Some mathematical treatments of flat foldable and/or rigid foldable origami
(2024)
トポロジーと折り紙ー folding motion を許容しない folded state の存在についてー
(文科省共同利用・共同研究拠点 MIMS「現象数理学研究拠点」共同研究集会「折り紙の科学を基盤とするアート・数理および工学への応用IV」 2023)
A remark on the foldability of non-simply connected paper
(10th International Congress on Industrial and Applied Mathematics 2023)
On the existence of cylinder solutions of waterbomb tessellation
(2022)
曲面上のグラフのKrushkal多項式について
(結び目の数理II 2019)

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Education (4)：

- 2007 Nara Women's University
- 2007 Nara Women's University Graduate School, Doctral Research Course in Human Culture
- 2002 Kyoto University Faculty of Science
- 2002 Kyoto University Faculty of Science

Professional career (1)：

Work history (8)：

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Association Membership(s) (4)：

日本応用数理学会 , 日本折紙学会 , 日本数学会 , Mathematical Society of Japan

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