Particles on the circle and integrability


Lecturer: Jasper Stokman


The time evolution of some very special classes of physical models can be described exactly. We discuss one of the oldest nontrivial examples of such a model, which describes interacting particles on the line. We show that it can be understood by combinatorial methods involving Yang-Baxter equations. The related model on the circle is discussed as well. This talk is based on joint work with Erdal Emsiz and Eric Opdam.


back to EIDMA Seminar Combinatorial Theory announcements