Entanglement Transitions in Non-Hermitian Integrable Floquet Systems

Explore a 19-minute lecture from the International Centre for Theoretical Sciences' program on discrete integrable systems, where Tista Banerjee delves into entanglement transitions within non-Hermitian integrable Floquet systems. Part of a comprehensive two-week program examining discrete integrable systems, difference equations, cluster algebras, and probabilistic models, the presentation contributes to broader discussions on exactly solvable systems and their conserved quantities. Learn about the intersection of quantum mechanics and non-Hermitian physics while understanding how these systems relate to various branches of theoretical physics and mathematics, including statistical physics, string theory, combinatorics, representation theory, geometry, and probability.