Author
Prince, T
Journal title
manuscripta mathematica
DOI
10.1007/s00229-019-01149-2
Last updated
2020-08-10T13:02:24.89+01:00
Abstract
We introduce the notion of cracked polytope, and – making use of joint work with Coates and Kasprzyk—construct the associated toric variety X as a subvariety of a smooth toric variety Y under certain conditions. Restricting to the case in which this subvariety is a complete intersection, we present a sufficient condition for a smoothing of X to exist inside Y. We exhibit a relative anti-canonical divisor for this smoothing of X, and show that the general member is simple normal crossings.
Symplectic ID
1047204
Publication type
Journal Article
Publication date
16 September 2019
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