GENERALIZED LUCAS NUMBERS OF THE FORM 5kx 2 AND 7kx 2 von KARAATLI, OLCAY, KESKIN, REFIK

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GENERALIZED LUCAS NUMBERS OF THE FORM 5kx2 AND 7kx2 von Olcay Karaatli, Refik Keskin

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On the Equations U_{n}=5□ and V_{n}=5 von Karaatli, Olcay, Keskin, Refik

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On the Diophantine equation x 2 − kxy + y 2 − 2 n = 0 von Keskin, Refik, Şiar, Zafer, Karaatli, Olcay

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On the Lucas sequence equations $$V_{n}(P,1)=wkx^{2},$$ V n ( P , 1 ) = w k x 2 , $$w\in \left\{ 5,7\right\} $$ w ∈ 5 , 7 von Karaatlı, Olcay

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GENERALIZED LUCAS NUMBERS OF THE FORM 5kx 2 AND 7kx 2 von KARAATLI, OLCAY, KESKIN, REFIK

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On the Diophantine equation x2 − kxy + y2 − 2n = 0 von Keskin, Refik, Şiar, Zafer, Karaatli, Olcay

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On the Lucas sequence equations Vn(P,1)=wkx2,w∈5,7 von Karaatlı, Olcay

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On The Lucas Sequence Equations V n = 7 □ and V n = 7 V m von Karaatlı, Olcay, Keskin, Refik

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On The Lucas Sequence Equations Vn=7□ and Vn=7Vm von Karaatlı, Olcay, Keskin, Refik

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On The Lucas Sequence Equations $$V_{n}=7\square $$ V n = 7 □ and $$V_{n}=7V_{m}\square $$ V n = 7 V m von Karaatlı, Olcay, Keskin, Refik

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Integral points on the elliptic curve y2=x3+27x−62 von Karaatlı, Olcay, Keskin, Refik

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Integral points on the elliptic curve y 2 = x 3 + 27 x − 62 von Karaatlı, Olcay, Keskin, Refik

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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 von Keskin, Refik, Karaatlı, Olcay, Şiar, Zafer, Öğüt, Ümmügülsüm

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On the determination of solutions of simultaneous Pell equations x2-(a2-1)y2=y2-pz2=1 von Keskin, Refik, Karaatlı, Olcay, Şiar, Zafer, Öğüt, Ümmügülsüm

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On the determination of solutions of simultaneous Pell equations x 2 - ( a 2 - 1 ) y 2 = y 2 - p z 2 = 1 von Keskin, Refik, Karaatlı, Olcay, Şiar, Zafer, Öğüt, Ümmügülsüm

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Positive integer solutions of the diophantine equations $x^2 -5 F_n xy - 5(-1)^n y^2 = \pm 5^r von Keskin, Refik, Karaatlı, Olcay, Siar, Zafer

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Infinitely many positive integer solutions of the quadratic Diophantine Equation $x^2-8B_nxy-2y^2=\pm 2^r von Karaatli, Olcay, Keskin, Refik, Zhu, Huilin

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On the Diophantine equation $x^2 - kxy + y^2 + 2^n = 0 von Keskin, Refik, Karaatlı, Olcay, Siar, Zafer

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Generalized Fibonacci and Lucas Numbers of the form $5x^{2} von Keskin, Refik, Karaatlı, Olcay

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