A notion of $\alpha \beta$-statistical convergence of order $\gamma$ in probability

Pratulananda Das, Sanjoy Ghosal, Vatan Karakaya +1

A sequence of real numbers $\{x_n{\}}_{n\in \mathbb{N}}$ is said to be $\alpha \beta$-statistically convergent of order $\gamma$ (where $0<\gamma \le 1$) to a real number $x$ \cite{a} if for every $δ>…