A family of Drinfeld-Hecke eigenforms and their properties
Oguz Gezmis 博士清華大學數學系研究學者 15:30-17:00 Tòa nhà Hồng Kinh M107Abstract：
In the 1980s, David Goss introduced Drinfeld modular forms in the rank two case, which can be seen as a function field analogue of elliptic modular forms. Later on, their higher rank generalization was studied extensively by Basson, Breuer, Gekeler, and Pink. In this talk, we will discuss a family of Hecke eigenforms in the arbitrary rank setting and provide a recipe for how to construct them. This is a joint work with Ö. Ülkem.