A remark on discriminants of moduli of \(K3\) surfaces as sets of zeros of automorphic forms
The author shows that for any \(N>0\) there is a positive even integer \(n>N\) such that the discriminant of the moduli space of K3 surfaces of degree \(n\) is not equal to the set of zeros of any automorphic form on the corresponding type-IV domain. The results of the paper are related to the recent announcements of \textit{J. Jørgensen} and \textit{A. Todorov} on the discriminants of K3 surfaces.
scientific article; zbMATH DE number 953759