Statistical Convergence of Order for Difference Sequences

Abstract

In this paper the concepts of (m)(v)-statistical convergence of order and strong (p, (m))-Ces`aro summability of order are introduced for sequences of complex (or real) numbers. Some relations between the (m)(v)-statistical convergence of order and strong (p, (m)(v))-Ces`aro summability of order are given. Also some relations between the space (p) ((m)(v), f) and S ((m)(v)) are examined.