Michael Kozdron
Research Interests
Probability theory and stochastic processes, Schramm-Loewner evolution, statistical mechanics, random walks
Current Courses
STAT 851 Probability
Recent Publications
1) Johnson, Kyler S.; Kozdron, Michael J. On a quantum martingale convergence theorem. Int. J. Quantum Inf. 20 (2022), no. 8, Paper No. 2250028, 17 pp.
2) D. Farenick, M.J. Kozdron, S. Plosker, Variation and spectra of quantum random variables, Journal of Mathematical Analysis and Applications 434 (2016), 1106-1122.
3) T. Alberts, M.J. Kozdron, R. Mason, Some partial results on the convergence of loop-erased random walk to SLE2 in the natural parametrization, Journal of Statistical Physics 153 (2013), 119-141.
4) C. Beneš, M.J. Kozdron, F. Johansson Viklund, On the rate of convergence of loop-erased random walk to SLE2, Communications in Mathematical Physics 318 (2013), 307-354.