Schubert varieties and the fusion products. The general case
E. Feigin
math.QAarXiv:math/0311278
Abstract
This paper generalizes the results of the paper mi3 to the case of the general sl2 Schubert varieties. We study the homomorphisms between different Schubert varieties, describe their geometry and the group of the line bundles. We also derive some consequences, concerning the infinite-dimensional generalized affine grassmanians.
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