$\ δ $-拟单调和几乎递增序列的Ces\ \ o可和性

B. Kartal
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引用次数: 0

摘要

利用一个几乎递增序列和一个$\delta$ -拟单调序列,将一个著名的${\mid{C},\rho\mid}_\kappa$可和定理推广到无穷级数的$\varphi-{\mid{C},\rho;\beta\mid}_\kappa$可和性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Ces\`aro Summability Involving $\delta$-Quasi-Monotone and Almost Increasing Sequences
This paper generalises a well-known theorem on ${\mid{C},\rho\mid}_\kappa$ summability to the $\varphi-{\mid{C},\rho;\beta\mid}_\kappa$ summability of an infinite series using an almost increasing and a $\delta$-quasi monotone sequence.
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