A phase transition in a spatial permutation model on infinite trees

A phase transition in a spatial permutation model on infinite trees

Probability Seminar
Feb 6, 2019, 03:00 PM - 04:00 PM | 1011 Evans Hall | Happening As Scheduled
Milind Hegde, UC Berkeley
Abstract: Spatial random permutation models are of physical interest due to connections to representations of certain gases such as helium as well as of the quantum Heisenberg ferromagnet. Physical phase transitions in these contexts correspond to the appearance of macro or infinite cycles in the permutation model. We study a spatial random permutation model on infinite trees with a time...