New Types of Convergence of Complex Uncertain Double Sequences

Abstract

In uncertain environment, a sequence converges to a finite limit in different aspects. The aim of this article is to initiate three new types of convergence, namely convergence in metric, convergence in p-distance and completely convergence of complex uncertain double sequence and establish the interrelationships among these concepts, along with the existing ones. Thus, this study presents a more complete scenario of interconnections between the notions of convergences initiated in different directions.