## ET Mikail, YEE Lee Peng, TRIPATHY Binod Chandra,

## Strongly almost $(V,\lambda)(\Delta^{r})$-summable sequences defined by Orlicz functions .

## Hokkaido Mathematical Journal, 35 (2006) pp.197-213

### Fulltext

PDF### Abstract

The purpose of this paper is to introduce the space of sequences that are strongly almost $(V,\lambda) (\Delta ^{r})$-$summable with respect to an Orlicz function. We give some relations related to these sequence spaces. We also show that the space }$[ \hat{V},\lambda ,M] (\Delta ^{r})\cap \ell _{\infty}(\Delta ^{r})$ may be represented as a $\hat{s}_{\lambda}(\Delta ^{r})\cap $ $\ell _{\infty }(\Delta ^{r})$ space.

MSC(Primary) | 40C05 |
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MSC(Secondary) | 46A45, 40A05 |

Uncontrolled Keywords | Almost $(V,\lambda)-summability, Almost statistical convergence, Orlicz function |