1f-statistical convergence of order β for sequences of fuzzy numbers

ALTINOK HIFSI,KASAP MİTHAT, Yayın Yeri:Journal of Intelligent Fuzzy Systems, 2017

Uluslararası Hakemli  SCI-Expanded  Özgün Makale

1Strongly (Δ,f)-Cesaro Summability of Order β

ALTINOK HIFSI, KASAP MİTHAT, DENİZ DERYA (27.06.2018  -  29.06.2019), Yayın Yeri:Internatıonal Conference on Mathematics and Mathematics Education, 27.06.2018

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2On (Δm,f)-Statistical Convergence of Order β

ALTINOK HIFSI,KASAP MİTHAT,DENİZ DERYA (27.06.2018  -  29.06.2019), Yayın Yeri:International Conference on Mathematics and Mathematics Education, 27.06.2018

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3Generalized Lacunary Statistical Convergence

KASAP MİTHAT, ALTINOK HIFSI (24.09.2021  -  ), Yayın Yeri:8th International Conference on Recent Advances ın Pure and Applıed, 24.09.2021

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4Some properties of sequence class Sβ (Δ, F, f ) defined by a modulus function

ALTINOK HIFSI,DENİZ DERYA,KASAP MİTHAT (11.09.2018  -  13.09.2018), Yayın Yeri:2nd International Conferance on Pure and Applied Mathematics, 11.09.2018

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5Strongly Cesaro Summability of Order β with respect to a Modulus Fuction

ALTINOK HIFSI,KASAP MİTHAT,DENİZ DERYA (11.09.2018  -  13.09.2018), Yayın Yeri:2nd International Conferance on Pure and Applied Mathematics, 11.09.2018

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6Statistical Convergence order β Defined By a Modulus Function for Sequences of Fuzzy Numbers

ALTINOK HIFSI,KASAP MİTHAT (11.05.2017  -  13.05.2017), Yayın Yeri:International Conference on Mathematics and Mathematics Education, 11.05.2017

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7∆f−LACUNARY STATISTICAL CONVERGENCE OF ORDER β

KASAP MİTHAT, ALTINOK HIFSI (01.07.2021  -  ), Yayın Yeri:2nd Internatıonal Conference on Mathematics and Its Applications in Science and Engineering, 01.07.2021

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