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Rankin-Selberg integral with Non-unique model for the standard L-function of $G_2$
Published 23 Jul 2012 in math.RT | (1207.5296v1)
Abstract: Let LS(\pi,s,st) be a partial L-function of degree 7 of a cuspidal automorphic representation \pi of the exceptional group G_2. Here we construct a Rankin-Selberg integral for representations having certain Fourier coefficient.
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