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Universal Refocusing of Systematic Quantum Noise
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Universal Refocusing of Systematic Quantum Noise
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Refocusing of a quantum system in NMR and quantum information processing can be achieved by application of short pulses according to the methods of spin echo and dynamical decoupling. However, these methods are strongly limited by the requirement that the evolution of the system between pulses be suitably small. Here we show how refocusing may be achieved for arbitrary (but time-independent) evolution of the system between pulses. We first illustrate the procedure with one-qubit systems, and then generalize to $d$-dimensional quantum systems. We also give an application of this result to quantum computation, proving a new version of the Solovay-Kitaev theorem that does not require inverse gates.
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Cited by 1 Pith paper
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Optimal complex conjugation of unknown isometry channels
The optimal n-use fidelity for complex conjugating an unknown isometry C^d→C^D is derived in closed form, with parallel protocols proven optimal among all general quantum superchannels.
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