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Matrix coefficients of cohomologically induced representations
Published online by Cambridge University Press: 19 January 2007
Abstract
We define integral formulas which produce certain matrix coefficients of cohomologically induced representations of real reductive groups. They are analogous to Harish-Chandra's Eisenstein integrals for matrix coefficients of ordinary induced representations, and generalize Flensted-Jensen's fundamental functions for discrete series.
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- Research Article
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- Foundation Compositio Mathematica 2007
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