Develops an operator-algebraic framework proving that layered quantum protocols for singularly perturbed open systems converge uniformly to slow dynamics with stiffness-independent error bounds O(εΔt + Δt²).
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Operator-Algebraic Methods for Asymptotic-Preserving Quantum Simulation of Open Systems
Develops an operator-algebraic framework proving that layered quantum protocols for singularly perturbed open systems converge uniformly to slow dynamics with stiffness-independent error bounds O(εΔt + Δt²).