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Typical studies of quantum error correction assume probabilistic Pauli noise, largely because it is relatively easy to analyze and simulate.
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2011
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Joel J. Wallman and Steven T. Flammia, “Randomized benchmarking with confidence,” New Journal of Physics 16
2014
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Shelby Kimmel, Marcus P. da Silva, Colm A. Ryan, Blake R. Johnson, and Thomas A. Ohki, “Robust Extraction of Tomographic Information via Randomized Benchmarking,” Physical Review X 4
2014
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Mauricio Gutiérrez and Kenneth R. Brown, “Comparison of a quantum error-correction threshold for exact and approximate errors,” Physical Review A 91
2015
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Richard Kueng, David M. Long, Andrew C. Doherty, and Steven T. Flammia, “Comparing Experiments to the Fault-Tolerance Threshold,” Physical Review Letters , 170502
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Pavithran S. Iyer and David Poulin, “A Small Computer is Needed to Optimize Fault-Tolerant Protocols,”
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Eric Huang, Andrew C. Doherty, and Steven T. Flammia, “Performance of quantum error correction with coherent errors,”
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2017
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Sergey Bravyi, Matthias Englbrecht, Robert Koenig, and Nolan Peard, “Correcting coherent errors with surface codes,” (2017)
2017
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Daniel Greenbaum and Zachary Dutton, “Modeling coherent errors in quantum error correction,” Quantum Science and Technology 3
2018
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