A new fault-tolerant scheme called parity unfolding distills gates from any Clifford hierarchy level using 2^{k+3} + O(2^{k/2}) biased-noise qubits, cutting logical error rates by 43% and resources by 26% for arbitrary rotation synthesis compared to T-only distillation.
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A game-theoretic approach using Nash equilibria rediscovers the [[15,7,3]] quantum Hamming code without algebraic priors and generates new code families up to 100 qubits across seven objectives.
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Parity-unfolded distillation architecture for noise-biased platforms
A new fault-tolerant scheme called parity unfolding distills gates from any Clifford hierarchy level using 2^{k+3} + O(2^{k/2}) biased-noise qubits, cutting logical error rates by 43% and resources by 26% for arbitrary rotation synthesis compared to T-only distillation.
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Game-Theoretic Discovery of Quantum Error-Correcting Codes Through Nash Equilibria
A game-theoretic approach using Nash equilibria rediscovers the [[15,7,3]] quantum Hamming code without algebraic priors and generates new code families up to 100 qubits across seven objectives.