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Ramazan Karataş

Observed names: R. Karatas, R. Karataş, RAMAZAN KARATAŞ, Ramazan Karatas
ORCID: 0000-0003-3269-461X
Observed ORCIDs: 0000-0003-3269-461X, 0000-0003-3681-9600
OpenAlex ID: A5024042960
On positive solutions of the difference equation x_{n+1}=x_{n-5}/(1+x_{n-2}x_{n-5})
2006 · R. Karatas, C. Cinar, et al. · International Journal of Contemporary Mathematical Sciences · 50
Global behavior of a higher order difference equation
2017 · Ramazan Karatas · International Journal of Contemporary Mathematical Sciences · 16
A Note on the Periodicity of the Lyness Max Equation
2008 · Ali Gelisken, Cengiz Cinar, et al. · Advances in Difference Equations · 10
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On solutions of the difference equation $x_{n+1}=x_{n-3}/(-1+x_{n}x_{n-1}x_{n-2}x_{n-3})$
2007 · Cengiz Cinar, Ramazan Karatas, et al. · Mathematica Bohemica · 8
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Global behavior of a higher order difference equation
2010 · Ramazan Karatas · Computers & Mathematics with Applications · 6
A Generalised Difference Equation and Its Dynamics and Solutions
2024 · Ramazan Karatas, Ali Gelişken, et al. · Mathematics · 4
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On the solutions of the difference equation x_{n+1}=\frac{ax_{n-(2k+2)}}{-a+\overset{2k+2}{\underset{i=0}{\prod}}x_{n-i}}
2007 · R. Karatas, C. Cinar · International Journal of Contemporary Mathematical Sciences · 4
Investigation of the attitudes of undergraduate students of special education department and other education faculty students towards Braille writing
2024 · Ramazan Karataş, Çiğdem Müge Haylı, et al. · British Journal of Visual Impairment · 2
Qualitative Behavior Of A Rational Difference Equation.
2011 · Ramazan Karataş, Ali Geli̇şken · Ars Combinatoria · 2
On a Solvable Difference Equation With Sequence Coefficients
2022 · Ali Gelişken, Ramazan Karataş · Advances and Applications in Discrete Mathematics · 1
Opinions of 2024 Graduates of the Special Education Teaching Program Regarding the Implemented Programs: The Case of Anadolu University
2026 · Ramazan Bekar, Ramazan Karataş, et al. · Ankara Üniversitesi Eğitim Bilimleri Fakültesi Özel Eğitim Dergisi
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Video gaming experiences and accessıbılıty issues of visually disabled individuals with gaming skills
2026 · Ramazan Karataş, Yunus Emre Demir, et al. · Disability and Rehabilitation Assistive Technology
Examining Reasonable Accommodations Agreements in Higher Education: A Document Analysis of Disability Support Units in Türkiye
2026 · Ramazan Karataş, Gülefşan Özge Kalaycı, et al. · Pamukkale University Journal of Education
Yaşam Döngüsünde Hemşirelik: Klinik, Psikososyal ve Yönetsel Yaklaşımlar
2025 · GAMZE AKSU BAYSAL, AYLA DİKMEN, et al. · Bidge Yayınları eBooks
Peer Bullying and Its Effects on Children With Special Needs
2025 · ÇİĞDEM MÜGE HAYLI, RAMAZAN KARATAŞ · Bidge Yayınları eBooks
Görme Yetersizliği Bulunan Bireyler İçin Erişilebilirlik ve Uygulama Örnekleri
2025 · RAMAZAN KARATAŞ, ÇİĞDEM MÜGE HAYLI · Bidge Yayınları eBooks
Özel Eği̇ti̇mde Güncel Konular
2025 · DUYGU BÜYÜKKÖSE, MERVE NUR SARIYER, et al. · Bidge Yayınları eBooks
Nursing students’ views on individuals with disabilities in disaster situations: A Qualitative Study
2025 · Çiğdem Müge Haylı, Ramazan Karataş, et al. · Acta Scientiarum Health Sciences
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Examination of the Attitudes of Students Studying in the Department of Special Education Teaching towards Childhood Epilepsies
2024 · Çiğdem Müge Haylı, Seockhoon Chung, et al. · International Journal of Educational Research Excellence (IJERE)
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Development of the Leisure Time Attitude Scale for Children with Visual Impairment
2024 · Çiğdem Müge Haylı, Seockhoon Chung, et al. · International Journal of Special Education (IJSE)
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Examining the health service satisfaction levels of children with visual impairment
2024 · Çiğdem Müge Haylı, Ramazan Karataş, et al. · Health Sciences Quarterly
The Dynamical Behavior of a Higher Order Difference Equation
2022 · Ramazan Karataş · Advances and Applications in Discrete Mathematics
On the Solutions of the Recursive Sequence $x_{n+1}=\frac{ax_{n-k}}{a-\prod\limits_{i=0}^{k}x_{n-i}}$
2014 · Saniye Ergin, Ramazan Karataş · Thai Journal of Mathematics
The nature of solutions of the difference equation x[sub n] = max{A∕x[sub n−2],B∕x[sub n−3][sup α]}
2012 · A. Gelişken, C. Çınar, et al. · AIP conference proceedings
On the solutions of the recursive sequence x x+1 = ...[wzór]
2010 · Ramazan Karataş · Fasciculi Mathematici
Works count: 25
Citation count: 103
H-index: 5
I10-index: 3
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