Seminar
Sobolev extension domains and Poincaré inequalities
We investigate which domains in $\mathbb{R}^n$ allow extensibility of Sobolev functions. Such domains are called $W^{\{m,p\}}$ extension domains, we show that under mild hypothesis on the extension operator that these domains are equivalent to domains satisfying the local Poincaré inequality.
Introduction to toric topology
Contract Grading in Calculus 2
The Discipline Based Science Education Research Center (dB-SERC) will be hosting a lunch discussion where graduate student Edison Hauptman will be the speaker. If interested in attending please sign up here so that the organization can have an accurate head count for the lunch.