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Title:
The second moment of symmetric square L-functions over Gaussian integers
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Abstract:
We prove an explicit formula for the first moment of Maass form symmetric square L-functions defined over Gaussian integers. As a consequence, we derive a new upper bound for the second moment. This is joint work with Dmitry Frolenkov.
Link:
https://mathtube.org/lecture/video/second-moment-symmetric-square-l-functions-over-gaussian-integers