An upper bound for the ℓp norm of a GCD related matrix


Kuvailutiedot Haukkanen, Pentti - 2012-06-17T20:14:42Z 2012-06-16 12:23:16 - 2012-06-17T20:14:42Z 2006 -
dc.identifier.issn 1029-242X -
dc.description Hindawi Open access -
dc.description.abstract We find an upper bound for the ℓp norm of the n × n matrix whose ij entry is (i,j)s/[i,j]r, where (i,j) and [i,j] are the greatest common divisor and the least common multiple of i and j and where r and s are real numbers. In fact, we show that if r>1/p and s -
dc.language.iso en -
dc.title An upper bound for the ℓp norm of a GCD related matrix -
dc.type fi=Artikkeli aikakauslehdessä | en=Journal article| -
dc.identifier.urn urn:nbn:uta-3-734 -
dc.identifier.doi 10.1155/JIA/2006/25020 -
dc.type.version fi=Kustantajan versio | en=Publisher's version| -
dc.subject.okm fi=Matematiikka | en=Mathematics| -
dc.journal.title Journal of Inequalities and Applications -
dc.journal.volume 2006 -
dc.journal.number 25020 -
dc.journal.volumepagerange 1-6 -
dc.oldstats 64 -

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