P. Das

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20162020

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math.PR2016

A notion of $α β$ -statistical convergence of order $γ$ in probability

Pratulananda Das, Sanjoy Ghosal, Vatan Karakaya +1

A sequence of real numbers ${x_{n}}_{n \in N}$ is said to be $α β$ -statistically convergent of order $γ$ (where $0 < γ \leq 1$ ) to a real number $x$ \cite{a} if for every $δ>…

math.PR2016

Statistical convergence of order $α$ in probability

Pratulananda Das, Sanjoy Ghosal, Sumit Som

In this paper ideas of different types of convergence of a sequence of random variables in probability, namely, statistical convergence of order $α$ in probability, strong $p$ -Ces$…

A notion of αβ-statistical convergence of order γ in probability

Statistical convergence of order α in probability

A notion of $α β$ -statistical convergence of order $γ$ in probability

Statistical convergence of order $α$ in probability