On the Borisov-Gunnells relations for products of Eisenstein series

François Brunault

公開日: 2024/4/11

Abstract

Borisov and Gunnells have proved that certain linear combinations of products of Eisenstein series are Eisenstein series themselves, in analogy with the Manin relations for modular symbols. We devise a new method for determining and proving such relations, by differentiating with respect to the parameters of the Eisenstein series.

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