A Generalised Statistical Convergence

Gokulananda Das, B. K. Ray, Sakambari Mishra

Abstract

The object of this present paper is to dene and study generalised statistical convergence for the sequences in any locally convex Hausdorff space X whose topology is determined by a set Q of continuous seminorms q and their relation with the nearly convergent sequence space using a bounded modulus function along with regular and almost positive method.