Results 11 to 20 of about 7,068,142 (272)
New results for almost increasing sequences [PDF]
In the present paper, two theorems of absolute summability have been proved by using the definition of almost increasing sequence.
Bağdagül Kartal
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Generalized Almost Increasing Sequences
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Özarslan, HİKMET, H. S. Özarslan
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A new application of almost increasing sequences [PDF]
In the present paper we have proved a more general theorem dealing with vertical bar A, p(n)vertical bar(k) summability by using almost increasing sequence. This theorem also includes several known results.
Ozarslan, HİKMET
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Almost increasing sequences and their new applications
In [1], Bor has proved a theorem concerning absolute summability of infinite series. In the present paper, this known theorem has been generalized to absolute matrix summability by using matrix transformations and almost increasing sequences. Some results have also been obtained.
Kartal, Bağdagül, Ozarslan, Hikmet
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Quasimonotone and Almost Increasing Sequences and Their New Applications [PDF]
Recently, we have proved a main theorem dealing with the absolute Nörlund summability factors of infinite series by using -quasimonotone sequences. In this paper, we prove that result under weaker conditions. A new result has also been obtained.
Hüseyin Bor
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A new application of almost increasing sequences [PDF]
In this paper, a known result dealing with |N, pn|k summability of infinite series has been generalized to the φ-|N, pn;δ|k infinite series by using an almost increasing sequence.
Ahmet Karakaş
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A summability factor theorem for absolute summability involving almost increasing sequences [PDF]
We obtain sufficient conditions for the series ∑anλn to be absolutely summable of order k by a triangular matrix.
B. E. Rhoades, Ekrem Savaş
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On almost increasing sequences and its applications
\textit{H. Bor} [Kuwait J. Sci. Eng. 23, No. 1, 1-5 (1996; Zbl 0849.40003)] proved a theorem on \(|N,p_n|_k (k\geq 1)\) summability factors of the series \(\sum a_n\lambda_n\). In the present paper the authors generalize the above result to \(|N,p_n, \delta_n |_k\), \(k\geq 1\) and \(0\leq \delta
Bor, H, Seyhan, HİKMET
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Summary: In the present paper, absolute matrix summability of infinite series is studied. A~new theorem concerning absolute matrix summability factors, which generalizes a known theorem dealing with absolute Riesz summability factors of infinite series, is proved using almost increasing and \(\delta\)-quasi-monotone sequences.
Ozarslan, Hikmet
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On a new application of almost increasing sequences [PDF]
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Özarslan, Hikmet, Keten, Ayşegül
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