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- W2182516418 abstract "In this paper, we extend the class of sequence spaces of p-bounded variation p bv introduced by Altay and Basar [Ukrainian Math.J.55(1)(2003),136-147]; where p 1 to the space of all sequences ) ( k x such that 0 1) ( k k k x x belongs to the sequence space introduced by Nakano ) ( n p where ) ( n p is a sequence of positive numbers with 1 n p ,we define a modular functional on this space and show that when equipped with the Luxemburg norm is a Banach space and locally uniformly rotund when 1 n p n , therefore possessing Hproperty and rotund . Finally we find Gurarii’s modulus of convexity for the space p bv . [Journal of American Science.2010;6(10):13-18]. (ISSN: 1545-1003)." @default.
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- W2182516418 date "2010-01-01" @default.
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- W2182516418 title "Structure and Some Geometric Properties of Nakano Difference Sequence Space" @default.
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