An application of quasi-monotone and almost increasing sequences

An application of quasi-monotone and almost increasing sequences

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.

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.

An application of almost increasing sequences

We extended a theorem of Mishra and Srivastava (1983–1984) on |C,1|k summability factors, using almost increasing sequences, to |N̄,pn|k summability under weaker conditions.