Probabilistic Methods in Discrete Mathematics, Volume 4 Probabilistic Methods in Discrete Mathematics

The contribution of the Russian mathematicians to the study of urn models, G.I. Ivchenko and Yu I. Medvedev; random forests, Yu I. Pavlov; asymptotic properties of random interval graphs and their use in cluster analysis, E. Godehardt and B. Harris; on nodes of given degree in random trees, M. Drmota; a generalization of the number field sieve, I.A. Semaev; operator and recursion equations for runs in random sequences, L. Ya Savelyev; on the limit distribution of the height of leaves in a plane planted tree, A.I. Abramov; on the distribution of the weights of the random Reed-Muller codewords, A.S. Ambrosimov; on a method of proving limit theorems for branching processes with immigration, M.H. Asadullin; asymptotic behaviour of generalized non-ordinary Cox processes, V.E. Bening and V. Yu Korolev; the steady state distribution of the queue length for a queue with bulk arrival and processor sharing discipline, O.I. Bogoyavlenskaya; statistical analysis of renewal processes, V.I. Chernetskii et al; functional limit theorems for observations of stochastic processes at a random timepoint, A.N. Chuprunov; functional limit theorems for sums of independent random variables with replacements, A.N. Chuprunov; on the limit distribution of the assymetry of random graphs, O.V. Denisov. (Part contents).