Browsing by Thesis Advisor "Edidin, Dan"
Now showing items 1-2 of 2
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Inertial Chow rings and a new asymptotic product
(University of Missouri--Columbia, 2016)For any toric Deligne-Mumford stack X and equivariant vector bundle V , we can define an two associative inertial products. We give a ring presentation for the inertial Chow ring of X under each of these products and compute ... -
The vanishing of the chow cohomology ring for affine toric varieties and additional results
(University of Missouri--Columbia, 2019)From the recent work of Edidin and Satriano, given a good moduli space morphism between a smooth Artin stack and its good moduli space X, they prove that the Chow cohomology ring of X embeds into the Chow ring of the stack. ...