For regular uniform LOSR networks whose incident hyperedges form information sets, local decoders from linear codes convert multipartite source states into GHZ states with fidelity d^{m-M} (optimal at 1/d for complete hypergraphs) without classical communication.
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2026 2verdicts
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Presents optimization framework and closed-form solutions for convex approximation of quantum channels under α-affinity metric for SU(2)-covariant, Pauli, and amplitude-damping cases.
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Optimal GHZ-State Distribution in LOSR Quantum Networks via Local Decoding from Information Sets
For regular uniform LOSR networks whose incident hyperedges form information sets, local decoders from linear codes convert multipartite source states into GHZ states with fidelity d^{m-M} (optimal at 1/d for complete hypergraphs) without classical communication.
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Optimal convex approximation of quantum channels based on $\alpha$-affinity
Presents optimization framework and closed-form solutions for convex approximation of quantum channels under α-affinity metric for SU(2)-covariant, Pauli, and amplitude-damping cases.