Random walks on dynamic configuration models:A trichotomy
Random walks on dynamic configuration models:A trichotomy is a scholarly work, published in 2019 in ''Stochastic Processes and their Applications''. The main subjects of the publication include random graph, mixing, graph, Markov chain Monte Carlo, cutoff, random matrix, discrete mathematics, interacting particle system, random walk, combinatorics, mathematics, degree, and statistical physics. The authors are interested in the mixing time of a random walk without backtracking on this dynamic random graph in the limit as n→∞, when αn is chosen such that limn→∞αn(logn)2=β∈0,∞.