Anabelian Geometry Conference

An introduction to concepts involved in Mochizuki’s work on the ABC conjecture, intended for non-experts.

All talks are in Votey Hall, room 105 (ground floor).

Saturday	Sunday
	9:00 Andrew Obus Introduction to (model) Frobenioids
9:35 Registration, welcome remarks
9:50 Carl Pomerance, Why the ABC conjecture Pomerance's slides
	10:00 Break
10:30 Break	10:30 Emmanuel Lepage Theta functions and evaluation
11:00 Vesselin Dimitrov Mochizuki's form of the ABC conjecture	10:30 Emmanuel Lepage Theta functions and evaluation
	11:30 Break
12:00 Lunch	12:00 Kiran Kedlaya On Mochizuki's approach to Diophantine inequalities
12:00 Lunch
2:00 Kirsten Wickelgren Galois groups and pi_1: What Do They Know? Do They Know Things?? Let's Find Out!, Part I
3:00 Break
3:30 David Zureick-Brown Galois groups and pi_1: What Do They Know? Do They Know Things?? Let's Find Out!, Part II
4:30 Overflow

Super QVNTS: Kummer Classes and Anabelian Geometry