A new result on the quasi power increasing sequences

Hikmet Seyhan ?zarslan

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A new result on the quasi power increasing sequences

机译：准功率增加序列的新结果

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This paper presents a theorem dealing with absolute matrix summa-bility of infinite series. This theorem has been proved taking quasi β-power increasing sequence instead of almost increasing sequence.

机译：本文提出了一个无穷级数的绝对矩阵可和性的定理。该定理已经证明采用近似β幂增加序列而不是几乎增加序列。

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《Annales Universitatis Paedagogicae Cracoviensis. Studia Mathematica》 |2020年第1期|共9页
作者
Hikmet Seyhan ?zarslan;
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中图分类教育;
关键词
almost increasing sequenceH?lder inequalityinfinite seriesMinkowski inequalityRiesz meanquasi power increasing sequencesummability factor;

机译：几乎增加序列阶不等式无限级数Minkowski不等式Riesz拟幂次增加序列可积因子;

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1. A new result on the quasi power increasing sequences [J] . Hikmet Seyhan ?zarslan Annales Academiae Paedagogicae Cracoviensis. Studia Mathematica . 2020,第1期

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2. A new result on the quasi power increasing sequences [J] . Bor Huseyin Applied mathematics and computation . 2014,第Null期

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3. On Applications of Quasi-Monotone Sequences and Quasi Power Increasing Sequences [J] . Bor Huseyin Numerical Functional Analysis and Optimization . 2019,第4a6期

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A new result on the quasi power increasing sequences

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