Contact lens, pmma, toric or prism ballast, per lens
National Institutes of Health
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Toric orbifolds are topological generalization of projrctive toric varieties associated to simplicial fans. We introduce some…
We give a characterization of relative Ding stable toric Fano manifolds in terms of the behavior of the modified Ding functional…
We study the integral cohomology rings of certain families of $2n$-dimensional orbifolds $X$ that are equipped with a well…
Quasi algebraically closed fields, or $C_1$ fields, are defined in terms of a low degree condition. Namely, the field $K$ is $C_1…
This work characterizes global quotient stacks---smooth stacks associated to a finite group acting a manifold---among smooth…
We use toric symmetry and blowups to study relationships in the Gromov– Witten theories of P3 and P1×P1×P1. These two spaces are…
For the sake of hyperk{\"a}hler SYZ conjecture, finding holomorphic Lagrangian fibrations becomes an important issue. Toric…
Toric hyperk{\"a}hler manifolds are quaternion analog of toric varieties. Bielawski pointed out that they can be glued by…
We study here \grobner\ bases of ideals which define toric varieties. We connect these ideals with the sub-lattices of $Z^d…