Statistical convergence of complex uncertain triple sequence
Birojit Das, Binod Chandra Tripathy, Piyali Debnath, Baby Bhattacharya
Abstract
The main aim of this article is to introduce the notion of statistical convergence of a complex uncertain triple sequence. Four types of statistically convergent complex uncertain triple sequences are presented, namely statistical convergence in measure, in mean, in distribution and with respect to almost surely. The existence of such statistically convergent triple sequences are shown along with the interrelationship between all the concepts.
Topics & Concepts
Convergence (economics)Sequence (biology)MathematicsMeasure (data warehouse)Computer scienceData miningEconomicsBiologyEconomic growthGeneticsApproximation Theory and Sequence SpacesHolomorphic and Operator TheoryMathematical Approximation and Integration