Chow rings of versal complete flag varieties
Nobuaki Yagita
TL;DR
This paper computes the Chow rings of generic twisted complete flag varieties associated with simple Lie groups, providing new insights into their algebraic structure.
Contribution
It introduces a method to explicitly determine the Chow rings of versal complete flag varieties for simple Lie groups.
Findings
Explicit descriptions of Chow rings for various simple Lie groups
New algebraic relations in the Chow rings of these varieties
Enhanced understanding of the intersection theory on flag varieties
Abstract
In this paper, we compute Chow rings of generically twisted (versal) complete flag varieties corresponding to simple Lie groups
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