Inclusion Mappings between Orlicz Sequen
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Lech Maligranda; MieczysΕaw MastyΕo
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Article
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2000
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Elsevier Science
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English
β 148 KB
It is shown that if l . is an Orlicz sequence space, then the space l w 1 (l . ) of weakly summable sequences in l . is continuously embedded into l . (l 2 ) (resp., into l . (l . )) whenever t [ .(-t) is equivalent to a concave function (resp., a convex function and . is a supermultiplicative funct