Original paper
Phase transitions for a planar quadratic contact process
Abstract
We study a two dimensional version of Neuhauser's long range sexual reproduction model and prove results that give bounds on the critical values λf for the process to survive from a finite set and λe for the existence of a nontrivial stationary distribution. Our first result comes from a standard block construction, while the second involves a comparison with the “generic population model” of Bramson and Gray (1991) [3]. An interesting new...
Paper Details
Title
Phase transitions for a planar quadratic contact process
Published Date
Jun 1, 2017
Volume
87
Pages
82 - 107
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