11 April 2022, 13:15 (EET), Hall 300, INRNE

• Malte Henkel (Université de Lorraine Nancy, France)
• Title: Statistical mechanics of the coagulation-diffusion process with a stochastic reset
• Abstract: The dynamics of a random walker is profoundly affected by a stochastic reset to a pre-determined state. Here, we adapt the procedure to an interacting many-body system, namely the diffusion-coagulation process, where particles diffuse on a lattice and upon encounter one of them disappears with probability one. The method of empty intervals allows to relate the dynamics to the one of random walkers such that the long-time dynamics can be found exactly.