k$-generalized Pell numbers which are repdigits in base $b von ŞİAR, ZAFER, KESKİN, REFİK

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All Solutions of the Diophantine Equations $2F_{n}=3^{s}⋅y^{b}$ and $F_{n}±1=3^{s}⋅y^{b} von ERDURAN, İbrahim, ŞİAR, Zafer

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THE SQUARE TERMS IN GENERALIZED LUCAS SEQUENCE WITH PARAMETERS P AND Q von ŞİAR, ZAFER, KESKİN, REFİK

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Pythagorean triples containing generalized Lucas numbers von ŞİAR, Zafer, KESKİN, Refik

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k-Generalized Pell Numbers Which are Concatenation of Two Repdigits von Şiar, Zafer, Keskin, Refik

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Repdigits base b as products of two Fibonacci numbers von Erduvan, Fatih, Keskin, Refik, Şiar, Zafer

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Fibonacci or Lucas Numbers Which are Products of Two Repdigits in Base b von Şiar, Zafer, Keskin, Refik, Erduvan, Fatih

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Repdigits base b as products of two Pell numbers or Pell–Lucas numbers von Erduvan, Fatih, Keskin, Refik, Şiar, Zafer

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Some new identities concerning the Horadam sequence and its companion sequence von Refik Keskin, Zafer Siar

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On perfect powers in $k$-generalized Pell sequence von Zafer Şiar, Refik Keskin, Elif Segah Öztaş

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Positive integer solutions of some Diophantine equations in terms of integer sequences von Keskin, Refik, Şiar, Zafer

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THE SQUARE TERMS IN GENERALIZED LUCAS SEQUENCES von Şi̇ar, Zafer, Keski̇n, Refi̇k

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On the sum of three arbitrary Fibonacci and Lucas numbers von Irmak, Nurettin, Şiar, Zafer, Keskin, Refik

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Perfect squares in the sum and difference of balancing-like numbers von Sahukar, M. K., Şiar, Zafer, Keskin, Refik, Panda, G. K.

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Associated Pell numbers which are repdigits or concatenation of two repdigits von Rayaguru, Sai Gopal, Panda, Gopal Krishna, Şiar, Zafer

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Positive integer solutions of the diophantine equation x 2 − L n xy + (−1) n y 2 = ±5 r von KESKİN, REFİK, ŞİAR, ZAFER

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Positive integer solutions of the diophantine equation x2 − Lnxy + (−1)ny2 = ±5r von KESKİN, REFİK, ŞİAR, ZAFER

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On the Diophantine equation L_n − L_m = 3.2^a von Şiar, Zafer, Keskin, Refik

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SOME NEW IDENTITIES CONCERNING THE HORADAM SEQUENCE AND ITS COMPANION SEQUENCE von Keskin, Refik, Siar, Zafer

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On perfect powers which are sum or difference of two Lucas numbers von Şiar, Zafer, Keskin, Refik

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