Exponents governing the rarity of disjoint polymers in Brownian last passage percolation
Exponents governing the rarity of disjoint polymers in Brownian last passage percolation
In last passage percolation models lying in the KPZ universality class, long maximizing paths have a typical deviation from the linear interpolation of their endpoints governed by the two-thirds power of the interpolating distance. This two-thirds power dictates a choice of scaled coordinates, in which these maximizers, now called polymers, …