Transport and entanglement growth in long-range random Clifford circuits
Jonas Richter, Oliver Lunt, Arijeet Pal
Abstract
Efficiently simulable Clifford circuits are used to explore constrained entanglement dynamics in quantum systems with diffusive and superdiffusive transport. Evidence is presented that entanglement growth is set by the same dynamical exponent that describes the emerging hydrodynamics.
Topics & Concepts
Quantum entanglementElectronic circuitRange (aeronautics)Statistical physicsPhysicsComputer scienceQuantum mechanicsEngineeringAerospace engineeringQuantumQuantum many-body systemsQuantum Computing Algorithms and ArchitectureQuantum and electron transport phenomena