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Coherent Continuation on the Category of (g, K)-Modules (CROSBI ID 110250)
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Božičević, Mladen
Coherent Continuation on the Category of (g, K)-Modules // Communications in algebra, 31 (2003), 5; 2043-2052-x
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Božičević, Mladen
engleski
Coherent Continuation on the Category of (g, K)-Modules
Let g be a complex semisimple Lie algebra. Let K be an algebraic group acting on the flag variety of g with finetely many orbits. We give a geometric interpretation of the coherent continuation on the category of finitely generated (g, K)-modules in terms of the intertwining functors on the category of K-equivariant D-modules.
Semisimple Lie algebra; Weyl group; Coherent continuation; Intertwining functors
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