I just began my new job as an Assistant Professor at University of North Carolina Wilmington. Previously I was a Krener Assistant Professor at UC Davis, and, more recently, a CNRS Postdoctoral Researcher under Cristina Toninelli at Laboratoire de Probabilités, Statistique et Modélisation (LPSM) at University of Paris VII, and a Visiting Instructor at Dartmouth College. I received my Phd in Mathematics under Christopher Hoffman in 2014 from the University of Washington.
My research is a mix of probability and combinatorics with connections to theoretical computer science and statistical mechanics. I work on a variety of topics: random permutations and permutations patterns, discrete stochastic processes, bootstrap percolation, etc. I am particularly interested in the limiting behaviors of discrete systems. Given a combinatorial family of objects, what can we say about the shape and statistics of a typical large object in the family? For some stochastic process, what is the long term behavior of the process and how sensitive is the behavior with respect to initial conditions?
A list of papers with links to arxiv preprints can be found under Research. Also listed are past and upcoming talks.
Here is my CV.
I can be reached at slivkene[at]uncw.edu