Solvable Lattice Models & Interacting Particle Systems (2025)

The Simons Symposium on Solvable Lattice Models and Interacting Particle Systems explored the realm of stochastic integrable lattice models that lies at the intersection of two large subjects of Yang-Baxter solvable lattice models and Markovian stochastic growth models in (1+1) and (2+1)-dimensions. Symposium talks and discussions focused on the following areas: Reflection equations, their solutions and probabilistic applications Classical integrable systems arising in integrable probability (including box-ball type systems, dimer models, and integrable spin chains)