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Post Closed as "Not suitable for this site" by j.c., Andrey Rekalo, David White, Ryan Budney, Benoît Kloeckner
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Ricardo Andrade
Ricardo Andrade
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replaced deprecated tag 'geometry'; removed tag 'co.combinatorics' as it appears to not apply
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Ricardo Andrade
Ricardo Andrade
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Sphere - Symmetry and TriangulisationTriangulation

The sphere is symmetric with respect to any rotation. However, it loses this property as soon as it is triangulated. Are there sequences of triangulisationstriangulations that possespossess particular large symmetry groups as the number of the triangles goes to infinity?

Sphere - Symmetry and Triangulisation

The sphere is symmetric with respect to any rotation. However, it loses this property as soon as it is triangulated. Are there sequences of triangulisations that posses particular large symmetry groups as the number of the triangles goes to infinity?

Sphere - Symmetry and Triangulation

The sphere is symmetric with respect to any rotation. However, it loses this property as soon as it is triangulated. Are there sequences of triangulations that possess particular large symmetry groups as the number of triangles goes to infinity?

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warsaga
warsaga
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Sphere - Symmetry and Triangulisation

The sphere is symmetric with respect to any rotation. However, it loses this property as soon as it is triangulated. Are there sequences of triangulisations that posses particular large symmetry groups as the number of the triangles goes to infinity?