Abstract
It is proved that the central values of symmetric square $L$-functions of normalized Hecke eigenforms for the full modular group on average satisfy an analogue of the Lindelöf hypothesis in weight aspect, under the assumption that these values are non-negative.
Citation
Winfried Kohnen. Jyoti Sengupta. "On the average of central values of symmetric square $L$-functions in weight aspect." Nagoya Math. J. 167 95 - 100, 2002.
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