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math.AG1998★ 4 cited
Loop Grassmannian cohomology, the principal nilpotent and Kostant theorem
Victor Ginzburg
Given a complex projective algebraic variety, write H(X) for its cohomology with complex coefficients and IH(X) for its Intersection cohomology. We first show that, under some fair…
math.AG1998
Geometric Methods in Representation Theory of Hecke Algebras and Quantum Groups
Victor Ginzburg
These lectures given in Montreal in Summer 1997 are mainly based on, and form a condensed survey of, the book by N. Chriss and V. Ginzburg: `Representation Theory and Complex Geome…