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Bennett et al.: distilling noisy entanglement for faithful teleportation

Contribution grade

Quantum communication and entanglement · Exact theorem and reusable mathematical method

Reference score150,000Provisional editorial estimate of this exact contribution; its grade is assessed separately.

What changed

Local operations coordinated by classical messages can distill fewer high-quality entangled pairs from many imperfect two-qubit pairs whose singlet fidelity exceeds one half. The work introduces two-way recurrence purification and seeded asymptotic breeding, providing entanglement that can support faithful teleportation across a noisy link.

Scientific scope

Local operations coordinated by classical messages can distill fewer high-quality entangled pairs from many imperfect two-qubit pairs whose singlet fidelity exceeds one half. The work introduces two-way recurrence purification and seeded asymptotic breeding, providing entanglement that can support faithful teleportation across a noisy link. Fidelity above one half is sufficient for this two-qubit protocol, not a complete higher-dimensional distillability criterion. Fixed-block recurrence alone has vanishing yield in the perfect-output limit; the positive-rate construction adds variable blocks and breeding resources. The later unseeded one-way hashing protocol is a separate contribution. Ideal local operations and classical messages are assumed; optimal yield is not determined.

Evidence

The linked original works support the scoped statement and contribution attribution. WRS has not independently replayed experiments or reconstructed a full mathematical proof. Fidelity above one half is sufficient for this two-qubit protocol, not a complete higher-dimensional distillability criterion. Fixed-block recurrence alone has vanishing yield in the perfect-output limit; the positive-rate construction adds variable blocks and breeding resources. The later unseeded one-way hashing protocol is a separate contribution. Ideal local operations and classical messages are assumed; optimal yield is not determined.

Contributors

Provisional WRS assessment, edition 2026-10-23.9. Independent expert calibration is pending. This grade does not certify correctness or assign ownership.

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