Vol. 286, No. 1, 2017

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Local symmetric square $L$-factors of representations of general linear groups

Shunsuke Yamana

Vol. 286 (2017), No. 1, 215–256
Abstract

This paper develops a theory of local symmetric square $L$-factors of representations of general linear groups. We will prove a certain characterization of a pole of symmetric square $L$-factors of square-integrable representations, the uniqueness of certain trilinear forms and the nonexistence of Whittaker models of higher exceptional representations.

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symmetric square $L$-factors, exceptional representations, distinguished representations