On Teichmüller modular forms
The author studies global sections of the automorphic line bundles on the moduli space of algebraic curves. In particular, he constructs an analogue of Fourier expansion for these sections over fields of characteristic \(\neq 2\), based on nonarchimedean Schottky uniformization theory.
automorphic line bundles on the moduli space of algebraic curves
scientific article; zbMATH DE number 683124