Abstract
The main aim of this paper is to introduce statistical convergence of a complex uncertain double sequence. Characterization of statistical convergence is given via uncertain measure, uncertain expected value operator, uncertain distribution function and also with respect to almost surely, uniformly almost surely. The concept of boundedness is introduced to establish some results. Finally, the notion of statistically complex uncertain double Cauchy sequence is proposed to obtain interrelationship with statistically convergent complex uncertain double sequence.
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