Twisted symmetric square L-functions for $$\mathrm {GL}_n$$GLn and invariant trilinear forms
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DOI: 10.1007/s00209-016-1726-6
Abstract: Following the works of Bump and Ginzburg and of Takeda, we develop a theory of twisted symmetric square L-functions for $$\mathrm {GL}_n$$GLn. We characterize their pole in terms of certain trilinear period integrals, determine all… read more here.
Keywords: symmetric square; invariant trilinear; square functions; twisted symmetric ... See more keywords