Loss biasing turns Rydberg errors into erasures in neutral-atom QEC, restoring fault-tolerant Pauli error scaling and enabling optimal erasure scaling with loss-aware decoding for shorter cycles.
Thus, the two-qubit gate Hamiltonian readsH 2q =H 1 +H 2 with H1 = Ω(t) 2 |0r⟩ ⟨01|+ h.c
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Loss-biased fault-tolerant quantum error correction
Loss biasing turns Rydberg errors into erasures in neutral-atom QEC, restoring fault-tolerant Pauli error scaling and enabling optimal erasure scaling with loss-aware decoding for shorter cycles.