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An Algebraic Translation of Cayley-Dickson Linear Systems and Its Applications to Online Learning

contributor authorMizoguchi, T.
contributor authorYamada, Isao
date accessioned2020-03-12T18:38:28Z
date available2020-03-12T18:38:28Z
date issued2014
identifier issn1053-587X
identifier other6698365.pdf
identifier urihttps://libsearch.um.ac.ir:443/fum/handle/fum/965282?locale-attribute=fa&show=full
formatgeneral
languageEnglish
publisherIEEE
titleAn Algebraic Translation of Cayley-Dickson Linear Systems and Its Applications to Online Learning
typeJournal Paper
contenttypeMetadata Only
identifier padid7998914
subject keywordsadaptive filters
subject keywordsgradient methods
subject keywordslearning (artificial intelligence)
subject keywordslinear systems
subject keywordsnonlinear filters
subject keywordsvectors
subject keywordsA<
subject keywordssub>
subject keywordsm<
subject keywords/sub>
subject keywordsvalued adaptive system identification
subject keywordsA<
subject keywordssub>
subject keywordsm<
subject keywords/sub>
subject keywords-APSM
subject keywordsA<
subject keywordssub>
subject keywordsm<
subject keywords/sub>
subject keywords-adaptive projected subgradient method
subject keywordsCayley-Dickson hypercomplex valued linear systems
subject keywordshypercomplex adaptive filtering algorithms
subject keywordskernel trick
subject keywordsm-dimensional Cayley-Dickson number system
subject keywordsnonlinear adaptive filtering
subject keywordsnonlinear channel equalization problems
identifier doi10.1109/TSP.2013.2296881
journal titleSignal Processing, IEEE Transactions on
journal volume62
journal issue6
filesize567359
citations0


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