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Binary Symbol Recovery Via <formula formulatype="inline"> <img src="/images/tex/20581.gif" alt="\\ell _{\\infty }"> </formula> Minimization in Faster-Than-Nyquist Signaling Systems

contributor authorFang-Ming Han
contributor authorMing Jin
contributor authorHong-Xing Zou
date accessioned2020-03-13T00:18:28Z
date available2020-03-13T00:18:28Z
date issued2014
identifier issn1053-587X
identifier other6878451.pdf
identifier urihttp://libsearch.um.ac.ir:80/fum/handle/fum/1141881?locale-attribute=fa&show=full
formatgeneral
languageEnglish
publisherIEEE
titleBinary Symbol Recovery Via <formula formulatype="inline"> <img src="/images/tex/20581.gif" alt="\\ell _{\\infty }"> </formula> Minimization in Faster-Than-Nyquist Signaling Systems
typeJournal Paper
contenttypeMetadata Only
identifier padid8324351
subject keywordsapproximation theory
subject keywordsconvex programming
subject keywordsprobability
subject keywordssignal detection
subject keywordssignal reconstruction
subject keywordsGaussian vectors
subject keywordsLMMSE method
subject keywordsbinary symbol detection
subject keywordsbinary symbol recovery
subject keywordscomplete reconstruction
subject keywordsconvex relaxation
subject keywordsfaster-than-Nyquist signaling systems
subject keywordsl&
subject keywords#x221E
subject keywordsminimization problem
subject keywordslinear minimum mean-squared error method
subject keywordslp approximation algorithms
subject keywordsoriginal combinatorial optimization problem
subject keywordsprobability distribution function
subject keywordsreconstruction probability
subject keywordssemidefinite programming
identifier doi10.1109/TSP.2014.2347920
journal titleSignal Processing, IEEE Transactions on
journal volume62
journal issue20
filesize3881361
citations0


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