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A Geometric Construction of Intertwining Operators for Reductive p-adic Groups (CROSBI ID 141753)

Prilog u časopisu | izvorni znanstveni rad | međunarodna recenzija

Muić, Goran A Geometric Construction of Intertwining Operators for Reductive p-adic Groups // Manuscripta mathematica, 125 (2008), 2; 241-272

Podaci o odgovornosti

Muić, Goran

engleski

A Geometric Construction of Intertwining Operators for Reductive p-adic Groups

In this paper are constructed standard intertwining operators for reductive p– adic groups by a method of Bernstein. The starting point is the generalization of the construction of intertwining operators for representations induced from regular supercuspidal representations and for regular unramified principal series due to Casselman. In the case of rationality, a simple principle developed by Bernstein (and its refinement due to Banks) is applied.

standard intertwining operators; reductive p– adic groups; rationality

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Podaci o izdanju

125 (2)

2008.

241-272

objavljeno

0025-2611

Povezanost rada

Matematika

Poveznice
Indeksiranost