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- W2321834773 abstract "1. Introduction. Let X be a Banach space ( B -space). A sequence {s(i)} in X is unconditionally summable if and only if every rearrangement of the series Σ i s(i) is convergent. The set of unconditionally summable sequences in X will be written as U(X). In this paper several classes of summable sequences in X will be compared with one another. Each class to be considered is identical with U(X) when X has finite dimension." @default.
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- W2321834773 date "1956-01-01" @default.
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- W2321834773 title "On Relationships Amongst Certain Spaces Of Sequences In An Arbitrary Banach Space" @default.
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- W2321834773 doi "https://doi.org/10.4153/cjm-1956-022-0" @default.
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