Nick Meyer is a fourth-year Mathematics graduate student at the University of Nebraska at Lincoln, advised by Alex Zupan. Nick’s current interests are primarily in knot theory in dimensions 3 and 4, Heegaard splittings of 3-manifolds, and trisections of 4-manifolds. He has also studied the topology of dynamical systems and low-dimensional classical matrix groups. A copy of his CV is available here.
PhD in Mathematics, Expected 2023--2024
University of Nebraska, Lincoln
MS in Mathematics, 2020
University of Nebraska, Lincoln
BS in Mathematics with Honors, 2018
Winona State University
Current Students: Please see Canvas for more information
Talks I’ve given while in graduate school:
Talks while I was an undergrad: