Symplectic toric geometry and the regular dodecahedron (Q2337090)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Symplectic toric geometry and the regular dodecahedron |
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Symplectic toric geometry and the regular dodecahedron (English)
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19 November 2019
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Summary: The regular dodecahedron is the only simple polytope among the platonic solids which is not rational. Therefore, it corresponds neither to a symplectic toric manifold nor to a symplectic toric orbifold. In this paper, we associate to the regular dodecahedron a highly singular space called symplectic toric quasifold.
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