Abstract
By employing work concerning Selberg’s Kloosterman zeta-function, we carry out the decomposition of a special value of a nonanalytic Poincaré series of nonpositive even weight, with a nonsingular multiplier system, on the full modular group. The summands that emerge are connected meaningfully to each other as well as to classical expressions for Eichler integrals and modular forms.
Citation
Wladimir de Azevedo Pribitkin. "Poincaré series and Eichler integrals." Illinois J. Math. 53 (3) 883 - 897, Fall 2009. https://doi.org/10.1215/ijm/1286212921
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