On the quasi-monotone and almost increasing sequences

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 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.

A new application of almost increasing and quasi-monotone sequences

In this paper a general theorem on absolute weighted mean summability factors has been proved under weaker conditions by using an almost increasing and δ-quasi-monotone sequences.

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.