λ almost difference sequences of fuzzy numbers

Altin, Yavuz

doi:10.1501/commua1_0000000761

Communications Faculty of Science University of Ankara Series A1Mathematics and Statistics

2016

DOI: 10.1501/commua1_0000000761

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λ almost difference sequences of fuzzy numbers

Yavuz Altin¹

Abstract: ALMOST DIFFERENCE SEQUENCES OF FUZZY NUMBERS YAVUZ ALTINAbstract. In this study, we introduce several sets of sequences of fuzzy numbers using various sequences and in the class and examine some inclusion relations among these sets.

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2024

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Almost lacunary statistical and strongly almost lacunary convergence of order (β,γ) of sequences of fuzzy numbers

Braha,

Et,

Altin

2024

AUCMCS

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The main purpose of this article is to introduce the concepts of almost lacunary statistical convergence and strongly almost lacunary convergence of order (β,γ) of sequences of fuzzy numbers with respect to an Orlicz function. We give some relations between strongly almost lacunary convergence and almost lacunary statistical convergence of order (β,γ) of sequences of fuzzy numbers, where β and γ are two fixed real numbers such that 0 β≤γ≤1.

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Almost lacunary statistical and strongly almost lacunary convergence of order (β,γ) of sequences of fuzzy numbers

Braha,

Et,

Altin

2024

AUCMCS

View full text Add to dashboard Cite

show abstract

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λ almost difference sequences of fuzzy numbers

Abstract: ALMOST DIFFERENCE SEQUENCES OF FUZZY NUMBERS YAVUZ ALTINAbstract. In this study, we introduce several sets of sequences of fuzzy numbers using various sequences and in the class and examine some inclusion relations among these sets.

Cited by 1 publication

References 31 publications

Almost lacunary statistical and strongly almost lacunary convergence of order (β,γ) of sequences of fuzzy numbers

Almost lacunary statistical and strongly almost lacunary convergence of order (β,γ) of sequences of fuzzy numbers

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