A generalization of asymptotically I-lacunary statistical equivalence of sequences of sets

Abstract

This paper presents, for sequences of sets, generalize the concepts of Wijsman asymptotically strongly I-lacunary equivalence and Wijsman asymptotically strongly I-Cesàro equivalence by using p=(p_k) which is the sequence of positive real numbers where I is an ideal of the subset of the set N of natural numbers