This analysis investigates statistical convergence in mean and measure for complex uncertain sequences, indicating key relationships.
In this paper, the concept of asymptomatic density of order (α, β) (where α, β are real numbers such that 0 α β ≤ 1) has been used to introduce the concepts of statistical convergence of order (α, β) for complex uncertain sequences: the notions of statistical convergence in mean of order (α, β), statistical convergence in measure of order (α, β), statistical convergence in distribution of order (α, β), almost surely statistical convergence of order (α, β), uniformly almost surely statistical convergence of order (α, β) for complex uncertain sequences. Also, relationships among those introduced concepts have been studied.
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Sen et al. (2025) studied this question.
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