2022AIP conference proceedingsRequires access

On ρ-statistical convergence of order α of sequences of function

Nazlım Deniz Aral, Hacer Şengül Kandemi̇r, Mikâil Et

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Abstract

In this study, by using definition of ρ-statistical convergence which defined by Çakallı [5] we introduce the concepts of pointwise -summability, pointwise ρ-statistical convergence of order α and uniform ρ-statistical convergence of order α sequences of real-valued functions. Also, we give some inclusion relations between these concepts.

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In this study, by using definition of ρ-statistical convergence which defined by Çakallı [5] we introduce the concepts of pointwise -summability, pointwise ρ-statistical convergence of order α and uniform ρ-statistical convergence of order α sequences of real-valued functions. Also, we give some inclusion relations between these concepts.

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Available abstract

In this study, by using definition of ρ-statistical convergence which defined by Çakallı [5] we introduce the concepts of pointwise -summability, pointwise ρ-statistical convergence of order α and uniform ρ-statistical convergence of order α sequences of real-valued functions. Also, we give some inclusion relations between these concepts.

Key concepts: Pointwise convergence, Pointwise, Convergence (economics), Order (exchange), Normal convergence, Function (biology), Mathematics, Statistical analysis

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