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
Submitted to ORA
On
Publication type
Journal Article
Publication date
16 September 2019