|Date: Monday, November 08, 2021
Location: 4088 East Hall (3:00 PM to 4:00 PM)
Title: Integral points on elliptic curves
Abstract: Given an elliptic curve over a number field with an integral model, we can study the integral points on the curve. Taking an infinite family of elliptic curves and imposing some ordering, we may ask how often a curve has an integral point and how many integral points there are on average. I will discuss some results related to the distribution of integral points in elliptic curve families.
Speaker: Stephanie Chan
Institution: University of Michigan