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Washington State
University

Combinatorics, Linear Algebra and Number Theory (CLaN) Seminar

Department of Mathematics and Statistics

WEBS 11

February 24, Monday, 4:10 - 5:00 PM

Jakob Streipel

Department of Mathematics and Statistics

Washington State University

Combinatorics, Linear Algebra and Number Theory (CLaN) Seminar

Department of Mathematics and Statistics

WEBS 11

February 24, Monday, 4:10 - 5:00 PM

Jakob Streipel

Department of Mathematics and Statistics

Washington State University

Title: Eigenform relations for Hilbert modular
forms

Abstract: We give a brief introduction to classical modular forms, to Hecke eigenform relations for classical modular forms, and then discuss how to generalize this framework to Hilbert modular forms. Finally we prove that for certain algebraic number fields, there are only finitely many Hecke eigenform relations relations, just like in the classical case.

Abstract: We give a brief introduction to classical modular forms, to Hecke eigenform relations for classical modular forms, and then discuss how to generalize this framework to Hilbert modular forms. Finally we prove that for certain algebraic number fields, there are only finitely many Hecke eigenform relations relations, just like in the classical case.