Inna Zakharevich
Cornell University
Scientific, Summer School
Summer School on Homotopy Colimits
Homotopy limits and colimits are a fundamental tool in homotopy theory, with applications to topology, geometry, and algebra. The event is aimed at graduate students, postdocs, and early-career researchers who want to learn more about this topic. The...
Scientific, Seminar
UBC Topology Seminars: Inna Zakharevich
The local zeta function of a variety $X$ over a finite field $F_q$ is defined to be $$Z(X,t) = \exp\sum_{n > 0}\frac{|X(F_{q^n})|}{n}.$$ This invariant depends only on the point counts of $X$ over extensions of $F_q$. We discuss how $Z(X,t)$ can be...