Unified and generalized approach to quantum error correction D Kribs, R Laflamme, D Poulin Physical review letters 94 (18), 180501, 2005 | 328 | 2005 |

Operator quantum error correction DW Kribs, R Laflamme, D Poulin, M Lesosky arXiv preprint quant-ph/0504189, 2005 | 205 | 2005 |

Higher-rank numerical ranges and compression problems MD Choi, DW Kribs, K Życzkowski Linear algebra and its applications 418 (2-3), 828-839, 2006 | 118 | 2006 |

Quantum error correcting codes from the compression formalism MD Choi, DW Kribs, K Życzkowski Reports on Mathematical Physics 58 (1), 77-91, 2006 | 103 | 2006 |

Generalization of quantum error correction via the Heisenberg picture C Bény, A Kempf, DW Kribs Physical review letters 98 (10), 100502, 2007 | 98 | 2007 |

Quantum channels, wavelets, dilations and representations of DW Kribs Proceedings of the Edinburgh Mathematical Society 46 (2), 421-433, 2003 | 97 | 2003 |

Free semigroupoid algebras DW Kribs, SC Power arXiv preprint math/0309394, 2003 | 89 | 2003 |

Scalable protocol for identification of correctable codes M Silva, E Magesan, DW Kribs, J Emerson Physical Review A 78 (1), 012347, 2008 | 85 | 2008 |

Scalable protocol for identification of correctable codes M Silva, E Magesan, DW Kribs, J Emerson Physical Review A 78 (1), 012347, 2008 | 85 | 2008 |

Uniqueness of quantum states compatible with given measurement results J Chen, H Dawkins, Z Ji, N Johnston, D Kribs, F Shultz, B Zeng Physical Review A 88 (1), 012109, 2013 | 75 | 2013 |

Method to find quantum noiseless subsystems MD Choi, DW Kribs Physical review letters 96 (5), 050501, 2006 | 74 | 2006 |

Geometry of higher-rank numerical ranges MD Choi, M Giesinger, JA Holbrook, DW Kribs Linear and Multilinear Algebra 56 (1-2), 53-64, 2008 | 72 | 2008 |

Isometric Dilations of Non-Commuting Finite Rank *n*-TuplesKR Davidson, DW Kribs, ME Shpigel Canadian Journal of Mathematics 53 (3), 506-545, 2001 | 72 | 2001 |

Quantum error correction of observables C Bény, A Kempf, DW Kribs Physical Review A 76 (4), 042303, 2007 | 69 | 2007 |

Quantum error-correcting subsystems are unitarily recoverable subsystems DW Kribs, RW Spekkens Physical Review A 74 (4), 042329, 2006 | 69 | 2006 |

Isomorphisms of algebras associated with directed graphs E Katsoulis, DW Kribs Mathematische Annalen 330, 709-728, 2004 | 66 | 2004 |

Noiseless subsystems and the structure of the commutant in quantum error correction JA Holbrook, DW Kribs, R Laflamme Quantum Information Processing 2, 381-419, 2003 | 63 | 2003 |

Computing stabilized norms for quantum operations via the theory of completely bounded maps N Johnston, DW Kribs, VI Paulsen Quantum Information & Computation 9 (1), 16-35, 2009 | 59 | 2009 |

Higher-rank numerical ranges of unitary and normal matrices MD Choi, JA Holbrook, DW Kribs, K Zyczkowski arXiv preprint quant-ph/0608244, 2006 | 59 | 2006 |

Tensor algebras of C∗-correspondences and their C∗-envelopes EG Katsoulis, DW Kribs Journal of Functional Analysis 234 (1), 226-233, 2006 | 53 | 2006 |