Let K be a compact semisimple Lie group, T ⊂ K a maximal torus and Oλ the coadjoint orbit of the strongly dominant weight λ ∈ Lie(T ). We identify Oλ with the quotient G/B, where G is the complexification of K and B a certain Borel subgroup. We consider a Schubert variety X ⊂ Oλ, the action of a one-dimensional subtorus S ⊂ T on Oλ, and the restriction of… (More)

@inproceedings{MARE2006OnTC,
title={On the Cohomology of Symplectic Quotients of Schubert Varieties by Certain Circle Actions},
author={AUGUSTIN-LIVIU MARE},
year={2006}
}