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Character formulas and Bernstein-Gelfand-Gelfand resolutions for Cherednik algebra modules

Published 3 Nov 2015 in math.RT | (1511.00748v1)

Abstract: We study blocks of category O for the Cherednik algebra having the property that every irreducible module in the block admits a BGG resolution, and as a consequence prove a character formula conjectured by Oblomkov-Yun.

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