A new application of almost increasing and quasi-monotone sequences

A New Note on Almost Increasing and Quasi Monotone Sequences

In [22], we proved a main theorem dealing an application of almost increasing and quasi monotone sequences. In this paper, we prove that theorem under weaker conditions. We also obtained some new and known results.

An application of quasi-monotone and almost increasing sequences

On the Quasi Monotone and Generalized Power Increasing Sequences and Their New Applications

In this paper, we prove a general theorem dealing with |C,α ,γ ,β ;σ |k summability factors by using a general class of power increasing sequences instead of an almost increasing sequence. This theorem also includes several known and new results.

On the Quasi–monotone and Almost Increasing Sequences

In this paper, a theorem of Bor and Özarslan [3] dealing with | C,α; β |k summability factors has been generalized for | C,α, γ ; β |k summability methods.

A generalization of a theorem of Bor

In this paper, a general theorem concerning absolute matrix summability is established by applying the concepts of almost increasing and δ-quasi-monotone sequences.