about
Fast simulation of stabilizer circuits using a graph-state representationContextuality supplies the 'magic' for quantum computation.Solving search problems by strongly simulating quantum circuits.Hybrid architecture for encoded measurement-based quantum computation.Step-by-step magic state encoding for efficient fault-tolerant quantum computation.Minimizing resource overheads for fault-tolerant preparation of encoded states of the Steane code.Quantum computational supremacy.Improved Error Thresholds for Measurement-Free Error Correction.Efficient Simulation of Quantum Error Correction Under Coherent Error Based on the Nonunitary Free-Fermionic Formalism.Roads towards fault-tolerant universal quantum computation.Improved Classical Simulation of Quantum Circuits Dominated by Clifford Gates.Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.Scalable and robust randomized benchmarking of quantum processes.Application of a Resource Theory for Magic States to Fault-Tolerant Quantum Computing.Computational power of correlations.Efficient solvability of Hamiltonians and limits on the power of some quantum computational models.Experimental boson samplingQuantum communication cost of preparing multipartite entanglementUnitary 2-designs from random X- and Z-diagonal unitariesExperimental Estimation of Average Fidelity of a Clifford Gate on a 7-Qubit Quantum ProcessorGraphical description of the action of Clifford operators on stabilizer statesOptimal classical-communication-assisted local model ofn-qubit Greenberger-Horne-Zeilinger correlations
P2860
Q21708946-1C7FE0B2-50B6-4D6E-9BD8-51AB90EA1910Q34424224-CEB7C9E7-1264-4F5A-B3CC-FF2EEF940BD0Q36589593-117C5289-3D2B-4940-810C-091BE06E45EEQ40915567-6855B7EE-14D3-44B0-B088-077C76F8A3C4Q41982903-2BE6F8DB-4B35-4ADF-A499-6B8162693239Q43066505-0F0351DC-3B34-4C1E-B67D-88E3833C15CCQ47687766-6DC52545-26DA-46E7-BFFB-4E58A5E87588Q48673468-52D80134-1AD2-400B-95CC-3819D9820C07Q50012684-1FCFA646-7C68-4EB0-8BEA-85789C90C9EDQ50107564-D0BF2FBB-C0FA-4862-955A-BEFA9668504EQ50614666-9F1FB574-836E-4EFD-9F29-FE24DA878585Q50861770-489904F4-385E-4BD0-B43D-EB35AA483D38Q51562315-E7BA61C0-F753-44A8-A2BC-A267013DB6D9Q51565035-92358E38-C289-4F55-B0C5-89EC5E8CE8DEQ51617714-1E2ABEF8-3850-46BD-ABEC-2D73864C0277Q51628342-6F5F9836-4608-489E-80A4-A9492942C382Q56689360-43CE9AE1-688D-4CE9-905B-ECFA472553E4Q57231710-DF2D9249-7750-4ED5-A4CE-B67E84CB128AQ57521727-E219B611-7FFC-4ACA-B778-B128D1307C1EQ57526932-40E3AA5A-6C5F-439F-AD6E-095467E74B22Q57741205-82B53518-BDA3-4B4F-8C57-3D23D2767D0BQ57741229-D13C7DC4-0868-428A-AAEB-00C694D65581
P2860
description
article
@en
im November 2004 veröffentlichter wissenschaftlicher Artikel
@de
wetenschappelijk artikel
@nl
наукова стаття, опублікована в листопаді 2004
@uk
name
Improved simulation of stabilizer circuits
@en
Improved simulation of stabilizer circuits
@nl
type
label
Improved simulation of stabilizer circuits
@en
Improved simulation of stabilizer circuits
@nl
prefLabel
Improved simulation of stabilizer circuits
@en
Improved simulation of stabilizer circuits
@nl
P1433
P1476
Improved simulation of stabilizer circuits
@en
P2093
Daniel Gottesman
Scott Aaronson
P356
10.1103/PHYSREVA.70.052328
P407
P577
2004-11-30T00:00:00Z
P818
quant-ph/0406196