Journal
MATHEMATISCHE ZEITSCHRIFT
Volume 281, Issue 1-2, Pages 103-157Publisher
SPRINGER HEIDELBERG
DOI: 10.1007/s00209-015-1476-x
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Funding
- NSF [DMS-1215419]
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In our earlier paper, based on a paper by Bump and Ginzburg, we used an Eisenstein series on the double cover of to obtain an integral representation of the twisted symmetric square L-function of . Using that, we showed that the (incomplete) twisted symmetric square L-function of is holomorphic for . In this paper, we will determine the possible poles of this Eisenstein series more precisely and show that the (incomplete) twisted symmetric square L-function is entire except possible simple poles at and .
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