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Measurement-based quantum computation

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dc.contributor.author Browne, Dan
dc.contributor.author Raussendorf, Robert
dc.date.accessioned 2010-12-01T17:47:03Z
dc.date.available 2010-12-01T17:47:03Z
dc.date.issued 2010-07-29
dc.identifier.uri http://hdl.handle.net/2429/30257
dc.description.abstract There are two fundamentally different ways of evolving a quantum state: unitary evolution and projective measurement. Unitary evolution is deterministic and reversible, whereas measurement is probabilistic and irreversible. Despite these differences, it turns out that universal quantum computation can be built on either. In this lecture we are concerned with quantum computation by measurement. We give an introduction to the subject, and discuss various aspects of this field, ranging from physical realization to fault-tolerance and foundations of quantum mechanics. en
dc.language.iso eng en
dc.subject quantum computation, computational models, measurement-based quantum computation en
dc.title Measurement-based quantum computation en
dc.title.alternative Fault-tolerant quantum computation with cluster states en
dc.type sound en
dc.type moving image en
dc.description.affiliation Physics and Astronomy, Dept of en
dc.description.reviewstatus Unreviewed en
dc.description.scholarlevel Faculty en

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Files Size Format Description   View
MBQC Browne 1.mp4 207.9Mb video/mp4 Video View in browser View/Open
MBQC Browne 2.mp4 247.8Mb video/mp4 Video View in browser View/Open
MBQC Browne 3.mp4 237.0Mb video/mp4 Video View in browser View/Open
MBQC Raussendorf 4.mp4 210.3Mb video/mp4 Video View in browser View/Open
MB_quantum_computation.pdf 1.059Mb Adobe Portable Document Format Slides   View/Open
FTQC_QI10.pdf 2.759Mb Adobe Portable Document Format Slides   View/Open

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