Uniform I-Lacunary statistical convergence on time scales | Zendy

Ömer Kı̇şı̇ | Zendy; Erhan Güler | Zendy

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Uniform I-Lacunary statistical convergence on time scales

Author(s) -

Ömer Kı̇şı̇,

Erhan Güler

Publication year - 2018

Publication title -

new trends in mathematical science

Language(s) - English

Resource type - Journals

ISSN - 2147-5520

DOI - 10.20852/ntmsci.2018.325

Subject(s) - lacunary function , convergence (economics) , mathematics , statistical physics , statistics , discrete mathematics , economics , physics , economic growth

In this paper, we define m-uniform -statistical convergence, m -uniform -lacunary statistical convergence and m -uniform strongly p-lacunary summability of functions on an arbitrary time scale. Also, by using m-uniform and m -uniform density of the subset of the time scale, we will focus on constructing concepts of m -uniform statistically convergence and m -uniformly strongly p-summability of functions on time scale. Some inclusion relations about these new concepts are also presented.

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