The Dynamics and Stability of Probabilistic Population Processes

1^st March 2018, 14:00
Paul Spirakis

Abstract

We study here the dynamics and stability of Probabilistic Population Processes via the differential equations approach. We provide a quite general model following the work of Kurtz for approximating discrete processes with continuous differential equations. For the general model we give a sufficient condition for stability that can be checked in polynomial time.

[JOINT WORK WITH I. CHATZIGIANNAKIS. APPEARED IN SSS 2017 (BOSTON USA).]