Toric quasifolds are highly singular spaces that were first introduced in order to address, from the symplectic viewpoint, the longstanding open problem of extending the classical constructions of toric geometry to those simple convex polytopes that are not rational. We illustrate toric quasifolds, and their atlases, by describing some notable examples. We conclude with a number of considerations.

Toric quasifolds / Elisa Prato. - In: THE MATHEMATICAL INTELLIGENCER. - ISSN 0343-6993. - ELETTRONICO. - 45:(2022), pp. 133-138. [10.1007/s00283-022-10212-y]

Toric quasifolds

Elisa Prato
2022

Abstract

Toric quasifolds are highly singular spaces that were first introduced in order to address, from the symplectic viewpoint, the longstanding open problem of extending the classical constructions of toric geometry to those simple convex polytopes that are not rational. We illustrate toric quasifolds, and their atlases, by describing some notable examples. We conclude with a number of considerations.
2022
45
133
138
Elisa Prato
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/1266601
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