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FIELD TRAIL · Error correction

From fragile qubits to reliable computation

Codes, thresholds and the limits of quantum memories. Four sourced contributions to read in sequence.

0 of 4 contribution links opened · stored on this device
  1. STOP 1 OF 4 · Protect the information

    Peter W. Shor

    1995 · Protecting quantum memory from decoherence

    Shor proposed a quantum error-correcting construction to reduce decoherence in stored quantum information when errors act independently on the constituent qubits. It established a route to preserving quantum states through encoded redundancy.

    Sole author of the cited quantum-memory error-correction proposal.

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  2. STOP 2 OF 4 · Describe the codes

    Daniel Gottesman

    1997 · Stabilizer codes and error correction

    Gottesman’s doctoral thesis developed the stabilizer formalism for quantum error-correcting codes and examined fault-tolerant operations. It provides a structured way to describe encoded quantum information and the checks used to diagnose errors without simply measuring the stored state.

    Author of the doctoral thesis developing the stabilizer-code framework and fault-tolerant operations.

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  3. STOP 3 OF 4 · Ask when computation can scale

    Dorit Aharonov

    2008 · A threshold for reliable computation

    The full journal paper with Michael Ben-Or establishes fault-tolerant computation below a constant error threshold under its local-noise assumptions, with modest asymptotic overhead. It provides a theoretical reason that increasing computation size need not require error-free elementary operations.

    Joint fault-tolerance theorem by Dorit Aharonov and Michael Ben-Or, within the paper’s noise model.

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  4. STOP 4 OF 4 · Understand quantum memories

    Barbara M. Terhal

    2015 · A framework for quantum memories

    Terhal’s review brought together stabilizer and subsystem codes, fault-tolerance thresholds, decoding and passive-memory approaches. It connected the mathematical structure of error correction with the requirements of storing quantum information in physical systems.

    Sole author of the cited quantum-memory review.

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