Weak nonassociativity introduces a population-dependent coherent term into open-system master equations that suppresses steady-state entanglement by up to 59% in a two-qubit Ising model while leaving relaxation timescales unchanged.
Quantization of magnetic poisson structures: Lms/epsrc durham symposium on higher structures in m-theory.Fortschritte der Physik, 67(8-9):1910022
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Non-Associativity Induced Modifications of Open-System Quantum Dynamics: General Master Equation and a Two-Qubit Ising Case Study
Weak nonassociativity introduces a population-dependent coherent term into open-system master equations that suppresses steady-state entanglement by up to 59% in a two-qubit Ising model while leaving relaxation timescales unchanged.