OpenAlex 1.489 eser 77 yazar konusu
Çalışmalar
1.489 eser
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In this paper, the concepts of statistically convergent and statis tically Cauchy sequences of fuzzy numbers have been introduced and discussed.Also /(p)-spaces of sequences of fuzzy numbers have been introduced.
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OpenAlex üst %10
OpenAlex 95.3%
In this paper we provide various approximation results concerning the classical Korovkin theorem via A -statistical convergence. We also study the rates of A -statistical convergence of approximating positive linear operators and give some examples.
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OpenAlex üst %1
OpenAlex 99.1%
Özet henüz yok.
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OpenAlex üst %1
OpenAlex 99.1%
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OpenAlex üst %1
OpenAlex 99.1%
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Some new formulae for Genocchi numbers and polynomials involving Bernoulli and Euler polynomial 2014YÖKSİS SJR Q3 JCR Q1
International Journal of Mathematics and Mathematical Sciences publishes research across all fields of mathematics and mathematical sciences, such as pure and applied mathematics, mathematical physics, probability and mathematical statistics.
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OpenAlex üst %10
OpenAlex 98.9%
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OpenAlex 97.6%
In the present paper, we introduce a new band matrix and define the sequence space where is the k th Fibonacci number for every . We also establish some inclusion relations concerning this space and determine its α-, β-, γ-duals. Further, we characterize some matrix classes on the space and examine some geometric prop…
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OpenAlex üst %10
OpenAlex 94.3%
Using $A$-statistical convergence, we prove a Korovkin type approximation theorem which concerns the problem of approximating a function $f$ by means of a sequence $\{T_{n}(f;x)\}$ of positive linear operators acting from a weighted space $C_{\varrho_{1}}
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OpenAlex üst %1
OpenAlex 99.6%
In this paper, we introduce new modifications of Szász–Mirakyan operators based on (p,q)‐integers. We first give a recurrence relation for the moments of new operators and present explicit formula for the moments and central moments up to order 4. Some approximation properties of new operators are explored: the unifor…
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OpenAlex üst %1
OpenAlex 99.2%
Özet henüz yok.
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YÖKSİS
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OpenAlex 99.3%
Özet henüz yok.
Akademisyenler
77 akademisyen
- EKREM SAVAŞ 103 yazar konusu
- OKTAY DUMAN 69 yazar konusu
- ALİ ARAL 67 yazar konusu
- AYHAN ESİ 57 yazar konusu
- KAMİL DEMİRCİ 57 yazar konusu
- TUNCER ACAR 52 yazar konusu
- HARUN KARSLI 36 yazar konusu
- FADİME DİRİK 34 yazar konusu
- ÖMER KİŞİ 34 yazar konusu
- SEVDA YILDIZ 30 yazar konusu
- ALEXANDER KUSHPEL 29 yazar konusu
- İBRAHİM ÇANAK 27 yazar konusu