Artem Sapozhnikov

EURANDOM
Technische Universiteit Eindhoven (TU/e)
P.O. Box 513
5600 MB EINDHOVEN
The Netherlands
+31-40-2478123
sapozhnikov-at-eurandom-dot-nl

Research

My research interests are in probability and its applications. I am currently a postdoc with Professor Remco van der Hofstad and Professor Frank den Hollander working on critical and near critical percolation, invasion percolation, self-destructive percolation.

Recent publications

(with M. Damron) Outlets of 2D invasion percolation and multiple-armed incipient infinite clusters. Submitted.
(with M. Damron and B. Vagvolgyi) Relations between invasion percolation and critical percolation in two dimensions. Annals of Probability, 2009, 37(6), 2297-2331.
Convergence rates in the local renewal theorem. Statistics and Probability Letters, 2008, 78(14), p. 2230-2233.
(with K. Duffy and N. O'Connell) Complexity analysis of a decentralised graph colouring algorithm. Information Processing Letters, 2008, 107(2), p. 60-63.
(with B. de Lima) On the truncated long range percolation on $\Z^2$. Journal of Applied Probability, 2008, 45(1), p. 287-291.
(with K. Duffy) The LDP for the on/off Weibull sojourn process. Journal of Applied Probability, 2008, 45(1), p. 107-117.
(with T. Dieker and M. van Dongen) The expected value and the variance of the checks required by revision algorithms. Constraint Programming Letters, 2008, 2, p. 55-77.
Existence of phase transition for heavy-tailed continuum percolation. Markov Processes and Related Fields, 2007, 13(3), p. 575-586.
(with D. Denisov) On the distribution of the number of customers in the symmetric $M/G/1$ queue. Queueing Systems, 2006, 54(4), p. 237-241.
(with S. Foss) Convergence rates in monotone separable stochastic networks. Queueing Systems, 2006, 52(2), p. 125-137.
(with S. Foss) On the existence of moments for the busy period in a single-server queue. Mathematics of Operations Research, 2004, 29(3), p. 592-601.

... and preprints

Subgeometric rates of convergence of $f$-ergodic Markov chains.

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