Survival and extinction of epidemics on random graphs with general degrees

Shankar Bhamidi, Danny Nam, Hoi H. Nguyen, Allan Sly

Type: Preprint

Publication Date: 2019-02-08

Citations: 8

Locations

arXiv (Cornell University) - View

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+	Graph constructions for the contact process with a prescribed critical rate	2020	Stein Andreas Bethuelsen Gabriel Baptista da Silva Daniel Valesin
+	Exponential growth and continuous phase transitions for the contact process on trees	2019	Xiangying Huang
+	The effect of avoiding known infected neighbors on the persistence of a recurring infection process	2018	Shirshendu Chatterjee David Sivakoff Matthew Wascher
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Works Cited by This (23)

Action	Title	Year	Authors
+	Interacting Particle Systems	2016	Thomas M. Liggett
+ PDF Chat	Phase transition of the contact process on random regular graphs	2016	Jean-Christophe Mourrat Daniel Valesin
+ PDF Chat	Metastability for the contact process on the configuration model with infinite mean degree	2015	Van Hao Can Bruno Schapira
+ PDF Chat	Multiple transition points for the contact process on the binary tree	1996	Thomas M. Liggett
+ PDF Chat	The Contact Process on a Finite Set. II	1988	Richard Durrett Roberto H. Schonmann
+ PDF Chat	Cutoff phenomena for random walks on random regular graphs	2010	Eyal Lubetzky Allan Sly
+ PDF Chat	The Contact Process on Trees	1992	Robin Pemantle
+	A critical point for random graphs with a given degree sequence	1995	Michael Molloy Bruce Reed
+	Contact Interactions on a Lattice	1974	T. E. Harris
+ PDF Chat	The existence of an intermediate phase for the contact process on trees	1996	Alan Stacey