Fractional Anderson model and long-range self-avoiding walks

by Margherita Disertori

Friday Jan 9, 2026, 4:00 PM → 6:00 PM Europe/Berlin

V2-210/216 (UHG)

The fractional Anderson model has been subjectto increasing interest in recent years in the context of materials with anomalous diffusion. I will review some properties  and recent results connecting the corresponding Green’s function with the two point function of a self-avoiding walk with long range jumps. These results adapt a strategy proposed by Schenker in 2015and are joint work with Constanza Rojas-Molina and Roberto Maturana Escobar.