A new type-constrained de Finetti reduction is proven for classical distributions and used to show that prior-free quantum information cost equals worst-case input amortized quantum communication cost.
Substituting quantum entanglement for communi- cation,
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Proposes a heterogeneous quantum repeater network architecture using recursive designs and RuleSets with a new bridging building block, but states that full-scale resource trade-off analysis remains future work.
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Asymptotic Compression of Interactive Quantum Communication using Type-Constrained de Finetti Reduction
A new type-constrained de Finetti reduction is proven for classical distributions and used to show that prior-free quantum information cost equals worst-case input amortized quantum communication cost.
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Resource Management in Heterogeneous Quantum Repeater Networks
Proposes a heterogeneous quantum repeater network architecture using recursive designs and RuleSets with a new bridging building block, but states that full-scale resource trade-off analysis remains future work.