Talk page
Title:
Convergence of random curves to Loewner evolutions
Speaker:
Abstract:
In this talk, I review a fairly recent work on quite widely applicable method of showing certain compactness properties for sequences of planar random curves. There is a condition which implies convergence both as curves and as Loewner chains at least along subsequences. I also discuss the convergence of FK Ising model (random-cluster model with q=2) related random curves to Schramm-Loewner evolution type processes. This is a joint work with Stanislav Smirnov (Geneva and St. Petersburg).
Link:
Workshop: