On a new space \(m^2(M, A, \phi, p)\) of double sequences (Q2392171)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On a new space \(m^2(M, A, \phi, p)\) of double sequences |
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On a new space \(m^2(M, A, \phi, p)\) of double sequences (English)
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1 August 2013
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Summary: We introduce a new space \(m^2(M, A, \phi, p)\) of double sequences related to \(p\)-absolute convergent double sequence space, combining an Orlicz function and an infinite double matrix. We study some properties of \(m^2(M, A, \phi, p)\) and obtain some inclusion relations involving \(m^2(M, A, \phi, p)\).
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sequence space
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