論文
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基本情報
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| 氏名 | 佐藤 健治 |
| 氏名（カナ） | サトウ ケンジ |
| 氏名（英語） | SATO Kenji |
| 所属 | 工学部 ﾏﾈｼﾞﾒﾝﾄｻｲｴﾝｽ学科 |
| 職名 | 教授 |
| researchmap研究者コード | 5000028654 |
| researchmap機関 |
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Two centroids of spherical or hyperbolic triangle: the point trisecting the area and the concurrent point of arcs bisecting the area
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単著
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Kenzi Satô
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In this paper, we consider centroids of spherical or hyperbolic triangles. The centroid of a planar triangle has many properties, e.g., it trisects the area and it is the concurrent point of lines passing through a vertex and bisecting the area. However, for a spherical or hyperbolic triangle, the points with each property are different.
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Hiroshima Mathematical Journal
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2025
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有り
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無し
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英語
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研究論文（学術雑誌）
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to appear