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Applications of Statistical Convergence in Complex Uncertain Sequences via Deferred Riesz Mean

Kavita Saini, Kuldip Raj

2021International Journal of Uncertainty Fuzziness and Knowledge-Based Systems18 citationsDOI

Abstract

In this paper, we intend to make a new approach to introduce the concept of t n -statistical convergence of complex uncertain sequences like t n -statistical convergence almost surely (a.s.), t n -statistical convergence in measure, t n -statistical convergence in mean, t n -statistical convergence in distribution and t n -statistical convergence in uniformly almost surely (u.a.s). Various inclusion relations are established between newly formed sequence spaces.

Topics & Concepts

Convergence (economics)Normal convergenceMathematicsModes of convergence (annotated index)Convergence testsSequence (biology)Statistical analysisCompact convergenceStatistical modelMeasure (data warehouse)Weak convergenceDiscrete mathematicsStatisticsRate of convergenceComputer scienceData miningTopological spaceTopological vector spaceEconomic growthAsset (computer security)Channel (broadcasting)EconomicsGeneticsBiologyComputer networkIsolated pointComputer securityApproximation Theory and Sequence Spaces