Great antipodal sets of complex Grassmannian manifolds as designs with the smallest cardinalities

Hirotake Kurihara; Takayuki Okuda

arxiv: 1303.5936 · v1 · pith:4NN2V3NTnew · submitted 2013-03-24 · 🧮 math.CO · math.DG

Great antipodal sets of complex Grassmannian manifolds as designs with the smallest cardinalities

Hirotake Kurihara , Takayuki Okuda This is my paper

classification 🧮 math.CO math.DG

keywords antipodalcardinalitiescomplexdesignsgrassmanniangreatmanifoldssets

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The aim of this paper is a characterization of great antipodal sets of complex Grassmannian manifolds as certain designs with the smallest cardinalities.

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Great antipodal sets of complex Grassmannian manifolds as designs with the smallest cardinalities

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