GKP error correction with qunaught-state resources outperforms the standard Bell-state and Steane variants in corrected squeezing, and the Steane scheme is shown to be a special case of the Knill scheme.
Fault-Tolerant Continuous- Variable Measurement-based Quantum Compu- tation Architecture
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Performance analysis of GKP error correction
GKP error correction with qunaught-state resources outperforms the standard Bell-state and Steane variants in corrected squeezing, and the Steane scheme is shown to be a special case of the Knill scheme.