Ising model with stochastic resetting
Matteo Magoni, Satya N. Majumdar, Grégory Schehr
Abstract
The authors study the nonequilibrium stationary state of the Ising model driven away from thermal equilibrium at temperature $T$ by a stochastic resetting protocol. The paper shows that the associated resetting produces pseudo-ferro' phase in the $(T,r)$ plane, characteriszd by a magnetization distribution that vanishes as $\ensuremath{\sim}{m}^{\ensuremath{\zeta}}$ as $m\ensuremath{\rightarrow}0$
Topics & Concepts
Ising modelStatistical physicsNon-equilibrium thermodynamicsPhysicsMagnetizationDistribution (mathematics)Thermal equilibriumSteady state (chemistry)Phase (matter)State (computer science)ThermalPhase transitionMathematicsStationary stateStationary distributionHysteresisProbability distributionStochastic processThermal fluctuationsThermodynamic equilibriumStability (learning theory)Diffusion and Search Dynamicsstochastic dynamics and bifurcationOpinion Dynamics and Social Influence