23 citations · 23 across the 2 of their papers we have counts for
3 papers
math.PR2026
Continuous phase transitions in the -creation process without stirring in
Rick Durrett
This paper is a companion to one in which we prove there is a discontinuous phase transitions in the -creation process with fast stirring in when . Dickman and To…
math.PR2026
Discontinuous phase transitions in the one-dimensional pair and triplet creation processes
Rick Durrett
Dickman and Tomé (1991) introduced models on in which consecutive occupied sites give birth at rate , individual particles die at rate 1, and the configuration is subjec…
math.PR2009★ 23 cited
Coexistence in stochastic spatial models
Rick Durrett
In this paper I will review twenty years of work on the question: When is there coexistence in stochastic spatial models? The answer, announced in Durrett and Levin [Theor. Pop. Bi…