$S_{\lambda}(\mathcal{I})$-convergence of complex uncertain sequence

On ideal convergence of rough triple sequence

“…When one considers I-convergence, it is reasonable to assume that I f in ⊂ I = P (N). Several generalizations and applications of statistical convergence have been presented, see [1,3,4,8,9,19,21,22].…”

A Generalized of Sλ-I-Convergence of Complex Uncertain Double Sequences

“…Aditionally, Das et al [31] in 2020 introduced and studied the notion of statistical convergence of complex uncertain doubl sequence. On the other hand, Kisi and Guler [32] defined λ-statistically convergence of a sequence of uncertain complex variables. Then, inspired Kisi [33] introduced and studied the convergence concepts of λ I -statistically convergence of a sequence of uncertain complex variables by using ideal.…”

“…On the other hand, Kisi and Guler [32] defined λ-statistically convergence of a sequence of uncertain complex variables. Then, inspired Kisi [33] introduced and studied the convergence concepts of λ I -statistically convergence of a sequence of uncertain complex variables by using ideal. In this paper, motivate by mentioned above, we make a generalization of λ I -convergence of complex uncertain variables on double sequences by using ideal spaces and discuss some relations among them.…”