Modular Forms of Weight One Over Finite Fields

Author(s):
Wies, G.
Published
2005
Publication type
Doctoral Thesis

Abstract

The thesis deals with certain aspects of Katz modular forms over finite fields, in particular of weight one. A special case of Serre's conjecture is proved and the faithfulness of the Hecke module of modular symbols is studied.

MathematicsNumber TheoryGeometryModular Forms
Defense date
2005-09-02
Language
English
Supervisor(s)
Edixhoven, S.J.
Qualification
Ph.D.
Degree granting institution
Faculty of Science, Leiden University, Leiden
hdl
1887/3014