Tags: Conferences

Welcome to RepTile A conference on representation theory and tilings  UGA, February 22-24, 2019 http://math.harvard.edu/~engel/reptile/  
RepTile Workshop Feb. 22, 2019 3:30pm Eduard Duryev  Eigengons  Abstract:  How can one visualize algebraic curves given by equations? Consider a polygon in the complex plane with parallel equal sides identified by translations. Complex structure of the plane descends to give a Riemann surface, hence an algebraic curve. But how one identifies which algebraic curve it is? Usually this question is impossible to answer. In our talk we…
Title of talk: An SL(2, R) Casson-Lin invariant and applications Abstract: When M is the exterior of a knot K in the 3-sphere, Lin showed that the signature of K can be viewed as a Casson-style signed count of the SU(2) representations of the fundamental group of M where the meridian has trace 0. This was later generalized to the fact that signature function of K on the unit circle counts SU(2) representations as a function of the trace of the…
2018 Georgia Discrete Analysis Conference   Organized by: Ernie Croot (Georgia Tech), Neil Lyall (UGA), Akos Magyar (UGA) and Giorgis Petridis (UGA).  
http://euler.math.uga.edu/cms/GSCS-2017
Saturday and Sunday, March 25-26, 2017 Speakers: Matt Baker (Georgia Tech), Ted Chinburg (U. Penn), John Doyle (Rochester), Xander Faber (CCS), Paul Fili (Oklahoma State), Ken Jacobs (Northwestern), David Krumm (Colby),  Carl Pomerance (Dartmouth) https://research.franklin.uga.edu/agant/content/potential-theory-and-arithmetic-dynamics
The 2017 Georgia International Topology Conference will be held May 22 - June 2, 2017. Conference website  Conference Schedule Previous International Toplogy Conferences 2001, 2009
The Georgia Algebraic Geometry Symposium is a conference series, jointly organized by the University of Georgia, Emory University and Georgia Tech. The next GAGS conference will be held at the University of Georgia on Fri-Sat-Sun March 3-5, 2017. https://sites.google.com/site/galgeoms/
Topological Approaches to Algebra and Arithmetic Geometry (TAAAG) is a 3 day workshop run for graduate students and early career mathematicians, as a part of the The AGANT (Algebraic Geometry, Algebra and Number Theory) Research and Training Group at the University of Georgia Mathematics Department, and funded by NSF grant DMS-1344994. http://torsor.github.io/taaag/