normed vector space


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normed vector space

[′nȯrmd ′vek·tər ′spās]
(mathematics)
References in periodicals archive ?
The normed vector space (7) is a Banach space that has unconditional Schauder bases such as [{[[upsilon].
Let f: X [right arrow] or [vector] X' be a mapping from a normed vector space X into a Banach space X' subject to the inequality
where v belongs to some normed vector space V of functions defined on [0;1] and [lambda] : [0;1] [right arrow]R is a given continuous function.