Derived categories of toric varieties III
Yujiro Kawamata
TL;DR
This paper advances the understanding of derived categories in toric geometry by establishing specific cases of the derived McKay correspondence and analyzing the decomposition of toric K-equivalence into flops.
Contribution
It provides new results on derived McKay correspondence in particular cases and explores the structure of toric K-equivalence decompositions.
Findings
Proved derived McKay correspondence in special cases.
Decomposed toric K-equivalence into flops.
Enhanced understanding of derived categories in toric varieties.
Abstract
We prove derived McKay correspondence in special cases and the decomposition of toric K-equivalence into flops.
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Taxonomy
TopicsAlgebraic Geometry and Number Theory · Algebraic structures and combinatorial models · Advanced Algebra and Geometry