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Type
Abstract
The Riemann zeta function plays a central role in our understanding of prime numbers. In this talk, we will review some of its amazing properties as well as properties of other similar functions, the Dirichlet L-functions. We will then see how the method of moments can help us study L-functions and some surprising properties of their values. Finally, we will discuss some recent results about L-functions associated with cubic characters.
Description
Colloquium
Wednesday, February 14
1:30pm
WXLR A206
Speaker
Matilde LalĂn
Professor of Mathematics
University of Montreal
Location
WXLR A206