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Quantum computing using shortcuts through higher dimensions B. P. Lanyon1 , M. Barbieri1 , M. P. Almeida1 , T. Jennewein1,2 , T. C. Ralph1 , K. J. Resch1,3 , G. J. Pryde1,4 , J. L. O’Brien1,5 , A. Gilchrist1,6 & A. G.
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Document Date: 2008-04-01 20:17:34


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Weinheim / Bristol BS81UB / Brisbane / Los Alamitos / Vienna / Menicucci / /

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Cambridge University Press / IEEE Comp / /

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University of Waterloo / Macquarie University / Griffith University / University of Queensland / University of Bristol / /

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twolevel quantum systems / candidate systems / higher dimensional quantum systems / famous quantum algorithm / universal quantum computing / bulk-ensemble nmr information processing / information carrier / quantum algorithm / experimental quantum computing / source technology promise significant improvements / even small quantum algorithms / computing / scale quantum algorithms / nmr quantum computing / quantum systems / electronic and vibrational energy levels / search algorithm / quantum computing / level information carrier / quantum algorithms / /

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L3 / /

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Cambridge University / Centre for Quantum Dynamics / Institute for Quantum Computing / Griffith University / Brisbane / University of Queensland / United States Army / University of Bristol / Physics Department / Institute for Quantum Optics and Quantum Information / Macquarie University / Sydney / Austrian Academy of Sciences / University of Waterloo / Department of Physics / Centre for Quantum Photonics / Centre for Quantum Computer Technology / /

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David Kielpinski / William Munro / /

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A-190 Vienna / /

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Journal of Modern Optics / Physical Review Letters / /

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scale quantum algorithms / cryptography / LASER / quantum algorithm / quantum algorithms / search algorithm / tomography / simulation / 6 isting technology / recombination / famous quantum algorithm / optical fiber / /

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