4 citations · 5 across the 3 of their papers we have counts for
3 papers
math.PR2022★ 1 cited
Scaling limit of a generalized contact process
Logan Chariker, Anna De Masi, Joel L. Lebowitz +1
We derive macroscopic equations for a generalized contact process that is inspired by a neuronal integrate and fire model on the lattice . The states at each lattice…
math.PR2021★ 4 cited
Time evolution of a mean-field generalized contact process
Logan Chariker, Joel Lebowitz
We investigate the macroscopic time evolution and stationary states of a mean field generalized contact process in . The model is described by a coupled set of nonlin…
q-bio.NC2017
How well do reduced models capture the dynamics in models of interacting neurons ?
Yao Li, Logan Chariker, Lai-Sang Young
This paper introduces a class of stochastic models of interacting neurons with emergent dynamics similar to those seen in local cortical populations, and compares them to very simp…