Relation between Borweins' cubic theta functions and Ramanujan's Eisenstein series
Summary: Two-dimensional theta functions were found by the Borwein brothers to work on Gauss and Legendre's arithmetic-geometric mean iteration. In this paper, some new Eisenstein series identities are obtained by using \((p, k)\)-parametrization in terms of Borweins' theta functions.
scientific article; zbMATH DE number 7368038
scientific article