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Robustness of Entanglement Manipulation for almost i.i.d. sources
We study the robustness of asymptotic entanglement manipulation for Mazzola--Sutter--Renner (MSR) almost-iid sources, which allow a sublinear number of deviations from tensor-power structure. For pure sources along $|ϕ\rangle_{AB}$, every concentration rate below $S(ϕ_A)$ is achievable by a single S
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