Intersection of the traces of two independent walks in high dimensions

We discuss deviations for the number of intersections of two
independent infinite-time ranges in dimensions five and more. This
settles a conjecture of van den Berg, Bolthausen and den Hollander.
Moreover, we obtain the scenario leading to this deviation. (joint work
with B.Schapira).

• Speaker: Amine Asselah (Paris-Est Creteil)
• Tuesday 18 May 2021, 14:00–15:00
• Venue: Zoom.
• Series: Probability; organiser: Perla Sousi.