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Infinite type toric varieties and Voronoi Tilings

An infinite type toric variety is a normal toric variety given by a fan with infinitely many cones. We construct examples in this paper coming from representation theory of loop groups. The fans that appear are cones on Voronoi tilings on a vector space equipped with an inner product. We also explain the affine analogue of the connection between a generic torus orbit closure in a flag variety and the closure a maximal torus in the wonderful compactification.

preprint2016arXivOpen access
Pablo Solis
math.AG
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Pablo Solis

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