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Zafer Şiar

Observed names: Siar, Zafer, Z. Şiar, ZAFER ŞİAR, Zafer Siar, Zafer Şi̇ar, Zafer ŞİAR, Şiar, Zafer
Institution: Bingöl University
ORCID: 0000-0002-6473-4754
Observed ORCID: 0000-0002-6473-4754
OpenAlex ID: A5029157516
Some New Identities Concerning Generalized Fibonacciand Lucas Numbers
2013 · Zafer Şi̇ar, Refi̇k Keski̇n · Hacettepe Journal of Mathematics and Statistics · 30
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On the Diophantine equation $F_{n}-F_{m}=2^{a}$
2019 · Zafer Şiar, Refik Keskin · Colloquium Mathematicum · 20
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Repdigits base b as products of two Lucas numbers
2020 · Fatih Erduvan, Refik Keskin, et al. · Quaestiones Mathematicae · 15
Repdigits base b as products of two Pell numbers or Pell–Lucas numbers
2021 · Fatih Erduvan, Refik Keskin, et al. · Boletín de la Sociedad Matemática Mexicana · 13
Repdigits base b as products of two Fibonacci numbers
2021 · Fatih Erduvan, Refik Keskin, et al. · Indian Journal of Pure and Applied Mathematics · 12
Fibonacci or Lucas Numbers Which are Products of Two Repdigits in Base b
2021 · Zafer Şiar, Refik Keskin, et al. · Bulletin of the Brazilian Mathematical Society New Series · 11
The Square Terms in Generalized Lucas Sequences
2013 · Zafer Şi̇ar, Refi̇k Keski̇n · Mathematika · 9
k-Generalized Pell Numbers Which are Concatenation of Two Repdigits
2022 · Zafer Şiar, Refik Keskin · Mediterranean Journal of Mathematics · 6
Positive integer solutions of some Diophantine equations in terms of integer sequences
2018 · Refik Keskin, Zafer Şiar · Afrika Matematika · 6
On the sum of three arbitrary Fibonacci and Lucas numbers
2019 · Nurettin Irmak, Zafer Şiar, et al. · Notes on Number Theory and Discrete Mathematics · 5
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On Perfect Powers in $$k$$-Generalized Pell–Lucas Sequence
2023 · Z. Şiar, R. Keskin · Mathematical Notes · 4
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On the exponential Diophantine equation Fnx ± Fmx = a with a ∈{Fr,Lr}
2022 · Zafer Şiar · International Journal of Number Theory · 4
On perfect powers which are sum or difference of two Lucas numbers
2021 · Zafer Şiar, Refik Keskin · Miskolc mathematical notes/Mathematical notes · 4
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On the determination of solutions of simultaneous Pell equations $$x^{2}-(a^{2}-1)y^{2}=y^{2}-pz^{2}=1$$ x 2 - ( a 2 - 1 ) y 2 = y 2 - p z 2 = 1
2017 · Refik Keskin, Olcay Karaatlı, et al. · Periodica Mathematica Hungarica · 4
Positive integer solutions of the diophantine equation x 2 − L n xy + (−1) n y 2 = ±5 r
2014 · REFİK KESKİN, ZAFER ŞİAR · Proceedings - Mathematical Sciences · 4
On the Lucas sequence equations Vn=kVmand Un=kUm
2013 · Refik Keskin, Zafer Şiar · Colloquium Mathematicum · 4
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On the Diophantine equation $x^2 - kxy + y^2 + 2^n = 0$
2012 · Refik Keskin, Olcay Karaatlı, et al. · Miskolc mathematical notes/Mathematical notes · 4
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Associated Pell numbers which are repdigits or concatenation of two repdigits
2021 · Sai Gopal Rayaguru, Gopal Krishna Panda, et al. · Boletín de la Sociedad Matemática Mexicana · 3
Lucas Numbers Which are Products of Two Balancing Numbers
2019 · Zafer Şiar · Tutorials, schools, and workshops in the mathematical sciences · 3
Positive integer solutions of the diophantine equations $x^2 -5 F_n xy - 5(-1)^n y^2 = \pm 5^r$
2013 · Refik Keskin, Olcay Karaatlı, et al. · Miskolc mathematical notes/Mathematical notes · 3
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All Solutions of the Diophantine Equations $2F_{n}=3^{s}⋅y^{b}$ and $F_{n}±1=3^{s}⋅y^{b}$
2022 · İbrahim ERDURAN, Zafer ŞİAR · Sakarya University Journal of Science · 2
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Repdigits Base $b$ as Difference of Two Fibonacci Numbers
2022 · Zafer Şiar, Fatih Erduvan, et al. · Journal of Mathematical Study · 2
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$k$-generalized Pell numbers which are repdigits in base $b$
2022 · ZAFER ŞİAR, REFİK KESKİN · TURKISH JOURNAL OF MATHEMATICS · 2
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Repdigits in k-generalized Pell sequence
2020 · Şiar, Zafer, Keskin, Refik · arXiv (Cornell University) · 2
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An exponential Diophantine equation related to the difference of powers of two Fibonacci numbers
2020 · Şiar, Zafer · arXiv (Cornell University) · 2
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Works count: 45
Citation count: 185
H-index: 7
I10-index: 6
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