9 citations · 34 across the 18 of their papers we have counts for
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math.PR2015
A Metastability Result for the Contact Process on a Random Regular Graph
Wei Su
In this paper we study the metastability of the contact process on a random regular graph. We show that the extinction time of the contact process, when initialized so that all ver…
math.PR2015★ 5 cited
Contact Processes on Random Regular Graphs
Steven Lalley, Wei Su
We show that the contact process on a random -regular graph initiated by a single infected vertex obeys the "cutoff phenomenon" in its supercritical phase. In particular, we pro…
math.PR2013
Branching random walks and contact processes on Galton-Watson trees
Wei Su
We consider branching random walks and contact processes on infinite, connected, locally finite graphs whose reproduction and infectivity rates across edges are inversely proportio…