A note on a generalization of Macdonald's identities for \(A_ \ell\) and \(B_ \ell\)
A generalization of Macdonald identities for Dedekind's \(\eta\)-function is obtained, connected with complex simple finite dimensional Lie algebras of type \(A_ l\) and \(B_ l\). The formulas for the generating function of Ramanujan's functions are obtained as consequences.
scientific article; zbMATH DE number 618130
scientific article