Abstract
We give definition of (λ,v) statistical convergence on a product time scale. Furthermore, we generalize de la Vallee Poussin mean ´
and define strongly (V,λ,v) and [V,λ,v]
p
Ψ2
summable functions, statistical
limit superior and inferior on a product time scale. Then, a few inclusion
relations are expressed between the sets of (V,λ,v) summable, p strongly
[V,λ,v]
p
Ψ2
summable and (λ,v) statistical convergent functions. Furthermore,
some theorems are proved related to statistical limit superior and inferior
on a product time scale.
Muhammed C, Emrah YILMAZ, Mikail ET, Yavuz ALTIN. (2019) (λ, v) Statistical Convergence on a Product Time Scale, Punjab University Journal of Mathematics, Volume 51, Issue 11.
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