Critical fluctuations at a many-body exceptional point
Ryo Hanai, Peter B. Littlewood
Abstract
This paper proposes a non-Hermitian class of dynamic critical phenomenon beyond the classification by Hohenberg and Halperin triggered by the coalescence of the collective eigenmodes to the Goldstone mode. The authors find an anomalous enhancement of fluctuations that diverge at $d\ensuremath{\le}4$, and many-body correlation effects that become relevant at $d<8$.
Topics & Concepts
PhysicsStatistical physicsCoalescence (physics)PhenomenonCritical point (mathematics)Critical phenomenaClass (philosophy)GoldstoneTheoretical physicsPoint (geometry)Classical mechanicsCorrelationMathematicsFixed pointQuantum mechanicsQuantum electrodynamicsWork (physics)Strong Light-Matter InteractionsMechanical and Optical ResonatorsQuantum many-body systems