A triple product identity for Macdonald polynomials
The author's main result, which is too long to reproduce here, is an expansion of the product of \(n\) elliptic \(\vartheta_3\) functions into a Laurent series involving Macdonald polynomials. Some corollaries are given, among which is an expansion of \((q; q)_\infty^{3n}\).
scientific article; zbMATH DE number 897959