3 citations · 3 across the 3 of their papers we have counts for
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math.PR2025
Shape Theorem for the Contact Process in a Dynamical Random Environment
Michel Reitmeier, Marco Seiler
We study the contact process in a dynamical random environment defined on the vertices and edges of the d-dimensional integer lattice . For a broad class of processes…
math.PR2024
Renewal contact process with dormancy
Noemi Kurt, Michel Reitmeier, András Tóbiás
We consider the contact process with dormancy, where wake-up times follow a renewal process. Without infection between dormant individuals, we show that the process under certain c…
math.PR2022★ 3 cited
The Contact Process with Switching
Jochen Blath, Felix Hermann, Michel Reitmeier
In this paper, we introduce a type switching mechanism for the Contact Process on the lattice . That is, we allow the individual particles/sites to switch between two…