
This research paper investigates the effectiveness of using non-signaling correlations as a benchmark for designing efficient simulation strategies for various channel types (classical, classical-quantum, and quantum) using shared randomness or entanglement.


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optimality-of-non-signaling-correlations-for-simulating-classical-classical-quantum-and-quantum-channels-with-shared-randomness-or-entanglement


Optimality of Non-Signaling Correlations for Simulating Classical, Classical-Quantum, and Quantum Channels with Shared Randomness or Entanglement


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This research paper investigates the efficiency of simulating noisy channels using noiseless ones, specifically focusing on how well the simulation approximates the real channel under different communication cost constraints.


large-deviation-analysis-for-the-reverse-shannon-theorem-with-a-focus-on-rényi-divergence-


Large Deviation Analysis for the Reverse Shannon Theorem (with a Focus on Rényi Divergence)



This research paper determines the exact error and strong converse exponents for shared randomness-assisted channel simulation, finding that they can be expressed as optimizations over the R´enyi channel mutual information and remain unchanged even with additional quantum entanglement assistance.


error-and-strong-converse-exponents-for-shared-randomness-assisted-channel-simulation


Error and Strong Converse Exponents for Shared Randomness-Assisted Channel Simulation
