Summer 2018: Math 1220 (Calculus II)

Publications and Preprints

The Uniform Symbolic Topology Property for Diagonally F-Regular Varieties. Preprint, 2018.

arXiv

A New Subadditivity Formula of Test Ideals. Preprint, 2018.

arXiv

The Maximum Liklihood Degree of Toric Varieties. To appear in Journal of Symbolic Computation, 2018.

arXiv

Rational Maps, a Package for Macaulay2. Submitted to JSAG, 2016.

PDF

Talks and Posters

More Talks

UIC Commutative Algebra Seminar
Oct 22, 2018
Studying Symbolic Powers with Test Ideals
Oct 20, 2018
Subadditivity and Symbolic Powers
Feb 8, 2018

Service

Marcus Robinson and myself mentored a University of Utah undergraduate, Dylan Johnson, in an REU project. We investigated which toric varieties are diagonally $F$-regular. A pdf of our project proposal can be found below.

I presented a poster during the SACNAS event in Salt Lake City in 2017. This poster was meant for motivated high school students to read and get an idea for what it means to do research in mathematics.

This is 15 minute talk I gave to a general audience. I was trying to answer the question: “What do mathematicians do?”

Contact

  • smolkin@math.utah.edu
  • JWB (John Widstoe Building) Room 307
    155 South 1400 East
    Salt Lake City, UT 84112