Powers of theta functions

EVALUATING CONVOLUTION SUMS OF THE DIVISOR FUNCTION BY QUASIMODULAR FORMS

Emmanuel Royer · International Journal of Number Theory · 2007 · 57 citations · Full text

Natural Sciences, Mathematics, Algorithms +13

Quintic and septic Eisenstein series

S. Barry Cooper, Pee Choon Toh · The Ramanujan Journal · 2008 · 45 citations

Medicine, Internal Medicine, Hemostasis +2

On the Numbers of Representations of a Number as a Sum of 2<i>r</i> Squares, Where 2<i>r</i> Does not Exceed Eighteen

James Glaisher · Proceedings of the London Mathematical Society · 1907 · 35 citations · Full text

Natural Sciences, Mathematics, Algebra +4

Some Eisenstein series identities related to modular equations of the seventh order

Zhiguo Liu · Pacific Journal of Mathematics · 2003 · 34 citations · Full text

Natural Sciences, Mathematics, Algebra +13

Evaluation of the convolution sums \sum_{l+18m=n} \sigma(l) \sigma(m) and \sum_{2l+9m=n} \sigma(l) \sigma(m)

Ayşe Alaca, Şaban Alaca, Kenneth S. Williams · International Mathematical Forum · 2007 · 29 citations · Full text

Natural Sciences, Vision Science, Number Theory +3