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Ali Gelişken

Observed names: A. Gelişken, Ali GELİŞKEN, Ali Gelisken, Ali Geli̇şken, Ali̇ Geli̇şken, Gelisken Ali, Gelişken, Ali
ORCID: 0000-0003-0814-8678
Observed ORCID: 0000-0003-0814-8678
OpenAlex ID: A5086269246
On a Max-Type Difference Equation
2010 · Ali Gelisken, Cengiz Cinar, et al. · Advances in Difference Equations · 46
On the Periodicity of a Difference Equation with Maximum
2008 · Ali Gelisken, Cengiz Cinar, et al. · Discrete Dynamics in Nature and Society · 20
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On the asymptotic behavior and periodic nature of a difference equation with maximum
2009 · Ali Gelişken, Cengiz Çinar, et al. · Computers & Mathematics with Applications · 18
On the Global Attractivity of a Max‐Type Difference Equation
2009 · Ali Gelişken, Cengiz Çinar · Discrete Dynamics in Nature and Society · 15
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Some General Systems of Rational Difference Equations
2015 · Ali Gelisken, Merve Kara · Journal of Difference Equations · 12
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On the behavior of the solutions of the system of rational difference equations
2013 · Selcuk Kurbanli Abdullah, Yalcinkaya Ibrahim, et al. · International Journal of the Physical Sciences · 10
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On the Recursive Sequence xn+1=max {xn,A}/xn2xn−1
2010 · Ibrahim Yalcinkaya, Cengiz Cinar, et al. · Discrete Dynamics in Nature and Society · 10
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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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Periodic and asymptotic behavior of a difference equation
2019 · Murat Ari, Ali Geli̇şken · Asian-European Journal of Mathematics · 5
A Generalised Difference Equation and Its Dynamics and Solutions
2024 · Ramazan Karatas, Ali Gelişken, et al. · Mathematics · 4
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Well-defined solutions of the difference equation xn = xn−3kxn−4kxn−5k xn−kxn−2k(±1±xn−3kxn−4kxn−5k)
2019 · Güven Çi̇nar, Ali̇ Geli̇şken, et al. · Asian-European Journal of Mathematics · 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
Boundedness Character of the System of Recursive Difference Equations
2024 · Nimet Coskun, Ali Gelişken, et al. · Turkish Journal of Mathematics and Computer Science
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Solution of a Solvable System of Difference Equation
2022 · Ali GELİŞKEN, Murat ARI · Ikonion Journal of Mathematics
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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 difference equation $x_{n+1}=max{frac{A}{x_n},frac{x_{n-1}}{B}}$
2005 · Ali Geli̇şken, İbrahim Yalçınkaya
Works count: 21
Citation count: 157
H-index: 8
I10-index: 8
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