Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
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Quantum annealing with all-to-all connected nonlinear oscillators.Error Mitigation for Short-Depth Quantum Circuits.Improved Classical Simulation of Quantum Circuits Dominated by Clifford Gates.Application of a Resource Theory for Magic States to Fault-Tolerant Quantum Computing.Continuous-Variable Instantaneous Quantum Computing is Hard to Sample.Quasiprobability Representations of Quantum Mechanics with Minimal Negativity.Negativity Bounds for Weyl–Heisenberg Quasiprobability RepresentationsSufficient Conditions for Efficient Classical Simulation of Quantum Optics
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P2860
Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
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name
Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
@en
Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
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type
label
Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
@en
Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
@nl
prefLabel
Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
@en
Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
@nl
P2860
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Estimating Outcome Probabilities of Quantum Circuits Using Quasiprobabilities.
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P2860
P304
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10.1103/PHYSREVLETT.115.070501
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2015-08-10T00:00:00Z
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1503.07525