On Inclusion Relations for Absolute Summability
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Date
2002
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Abstract
We obtain necessary and (different) sufficient conditions for a series summable | N−, pn|k, 1<k≤s<∞, to imply that the series is summable |T|s, where (N−, pn) is a weighted mean matrix and T is a lower triangular matrix. As corollaries of this result, we obtain several inclusion theorems. © 2002 Hindawi Publishing Corporation. All rights reserved.
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N/A
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Q2
Source
International Journal of Mathematics and Mathematical Sciences
Volume
32
Issue
3
Start Page
129
End Page
138
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