Integral exotic sheaves and the modular Lusztig–Vogan bijection
Integral exotic sheaves and the modular Lusztig–Vogan bijection
Let G $G$ be a reductive algebraic group over an algebraically closed field k $\mathbb {k}$ of pretty good characteristic. The Lusztig–Vogan bijection is a bijection between the set of dominant weights for G $G$ and the set of irreducible G $G$ -equivariant vector bundles on nilpotent orbits, conjectured by …