|Date: Wednesday, November 29, 2017
Location: 3866 East Hall (4:00 PM to 5:30 PM)
Title: The Burau representation of the braid group
Abstract: The Burau representation is a representation of the braid groups that was first defined and studied in the 1930's. It is an open question whether this representation is faithful for n=4. I will describe this representation in terms of covering spaces, discuss what is understood about the (non-)faithfulness of this representation for other n, and explain how the n=4 case is connected to the long-standing open problem in knot theory of whether the Jones polynomial is an unknot detector.
Speaker: Diana Hubbard
Institution: U Michigan
Event Organizer: Van Limbeek email@example.com