MISC
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Basic information
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| Name | SATO Kenji |
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| researchmap researcher code | 5000028654 |
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A definition of escribed and inscribed simplices of higher dimensional Euclidean spaces and expansion of Bevan point theorem
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Sole Author
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Kenzi Sato
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Escribed and inscribed triangles for a triangle on the plane is generalized to a simplex on the n-dimensional Euclidean space with n>=3. As an application, we can get Bevan point theorem for a simplex on the n-dimensional Euclidean space.
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日本数学会 2016年度年会 幾何学分科会 講演アブストラクト
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日本数学会
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2016
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125
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～
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126
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2016/03/09
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Not exist
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Not exist
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Japanese
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Summary of research publication (national conversations, other academic journals)
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Domestic
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