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- 1Algebraic Geometry
- 1Charge Matrix
- 1Equivariant Vector Bundle
- 1GIT Quotient
- 1GKZ Decomposition
- 1Geometric Invariant Theory
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Fall 2017
We give an explicit criterion for when a toric GIT quotient is a stacky vector bundle over a projective base. That is given a charge matrix satisfying a certain property, we construct a projective base such that the semi-stable locus of the original GIT quotient is a G-equivariant vector bundle...
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