فهرست نشریات علمی دسترسی آزاد ایران

In this paper, we define new notions of $ f $-statistical convergence for triple sequences of order $ \tilde{\alpha}$ and strong $ f $-Cesaro summability for triple sequences of order $ \tilde{\alpha} $. Moreover we show the relationship between the spaces $ w_{\tilde{\alpha},0}^{3}(f) $, $ w_{\tilde{\alpha}}^{3}(f) $ and $ w_{\tilde{\alpha},\infty}^{3}(f) $. Additionally, we show some properties of the strong $ f $-Cesaro summability of order $ \tilde{\beta} $. The main purpose of this paper is to examine the concept of $f$-triple statistical convergence of order $\alpha $; where $f$-is an unbounded function and give relations between $f$-triple statistical convergence of order $\alpha $ and strong $f$-Ces\`aro summability for a triple sequence of order $\alpha $.