The six vertex model and randomly growing interfaces in (1+1) dimensions

Alexei Borodin

The goal of the talk is to explain how the six vertex model gives rise to models of (1+1)d random growth in the KPZ universality class, and how the Yang-Baxter integrability of the former leads to solvability of the latter.

http://scgp.stonybrook.edu/video_portal/video.php?id=2490

Simons- Workshop: Six-vertex models, dimers, shapes, and all that