Weighted Lacunary I-Statistical Convergence
نویسندگان
چکیده
منابع مشابه
On $I$-statistical and $I$-lacunary statistical convergence of order $alpha$
In this paper, following a very recent and new approach, we further generalize recently introduced summability methods, namely, $I$-statistical convergence and $I$-lacunary statistical convergence (which extend the important summability methods, statistical convergence and lacunary statistical convergence using ideals of $mathbb{N}$) and introduce the notions of $I$-statis...
متن کاملon $i$-statistical and $i$-lacunary statistical convergence of order $alpha$
in this paper, following a very recent and new approach, we further generalize recently introduced summability methods, namely, $i$-statistical convergence and $i$-lacunary statistical convergence (which extend the important summability methods, statistical convergence and lacunary statistical convergence using ideals of $mathbb{n}$) and introduce the notions of $i$-statis...
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In the present paper, we investigate the notion of I -statistical convergence and introduce I -st limit points and I -st cluster points of real number sequence and also studied some of its basic properties.
متن کاملLacunary Statistical Convergence and Inclusion Properties between Lacunary Methods
A lacunary sequence is an increasing integer sequence θ = {kr } such that kr − kr−1 → ∞ as r → ∞. A sequence x is called sθ-convergent to L provided that for each ε > 0, limr (1/(kr −kr−1)){the number of kr−1 < k ≤ kr : |xk−L| ≥ ε} = 0. In this paper, we study the general description of inclusion between two arbitrary lacunary sequences convergent.
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ژورنال
عنوان ژورنال: Journal of the Institute of Science and Technology
سال: 2017
ISSN: 2146-0574
DOI: 10.21597/jist.2017127439