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Gilbert-Varshamov bound |
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Gilbert-Varshamov bound [¦gil·bərt‚vär¦sha·məv ¦bau̇nd]
(computer science) In the theory of quantum computation, a sufficient condition for an algorithm that encodesNlogical qubits intoN? carrier qubits (withN? larger thanN) to correct any error on anyMcarrier qubits; namely, thatN/N? be smaller than 1 - 2[-xlog2x- (1 -x) log2(1 - x)], wherex= 2M/N?. Want to thank TFD for its existence? Tell a friend about us, add a link to this page, add the site to iGoogle, or visit the webmaster's page for free fun content. |
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GSV bound |
GSTS GSTS GSTS GSTT GSTT1 GSTTC GSTU GSTV GSTW GSTY GSTZ GSU GSU-KHZ GSUB GSUC GSUFCU GSUG GSUI GSUL GSUMC GSUN GSUNS GSUS GSUSA GSUT Gsv GSV bound GSVAGSVC GSVCC Gsvd GSVDC GSVEF GSVFD Gsview GSVIUG GSVKC GSVLOC GSVM GSVP GSVQ GSVQ GSVS GSVSC GSW GSW GSW GSW/SW GSW1812 GSWA GSWAN GSWB GSWC GSWCA | |||||
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