An elementary approach to the generalized Ramanujan–Nagell equation
Mutlu, Elif Kızıldere, Le, Maohua, Soydan, Gökhan
Published in Indian journal of pure and applied mathematics (01.03.2024)
Published in Indian journal of pure and applied mathematics (01.03.2024)
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A modular approach to the generalized Ramanujan–Nagell equation
Mutlu, Elif Kızıldere, Le, Maohua, Soydan, Gökhan
Published in Indagationes mathematicae (01.09.2022)
Published in Indagationes mathematicae (01.09.2022)
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On a class of Lebesgue-Ljunggren-Nagell type equations
Dąbrowski, Andrzej, Günhan, Nursena, Soydan, Gökhan
Published in Journal of number theory (01.10.2020)
Published in Journal of number theory (01.10.2020)
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On elliptic curves induced by rational Diophantine quadruples
Dujella, Andrej, Soydan, Gökhan
Published in Proceedings of the Japan Academy. Series A. Mathematical sciences (01.01.2022)
Published in Proceedings of the Japan Academy. Series A. Mathematical sciences (01.01.2022)
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On a class of generalized Fermat equations of signature (2,2n,3)
Chałupka, Karolina, Dąbrowski, Andrzej, Soydan, Gökhan
Published in Journal of number theory (01.05.2022)
Published in Journal of number theory (01.05.2022)
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A note on the Diophantine equation x2=4pn-4pm+ℓ2
Muriefah, Fadwa S. Abu, Le, Maohua, Soydan, Gökhan
Published in Indian journal of pure and applied mathematics (2022)
Published in Indian journal of pure and applied mathematics (2022)
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On the Diophantine equation (x+1)k+(x+2)k+...+(2x)k=yn
Bérczes, Attila, Pink, István, Savaş, Gamze, Soydan, Gökhan
Published in Journal of number theory (01.02.2018)
Published in Journal of number theory (01.02.2018)
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Journal Article
A note on the ternary Diophantine equation x2 − y2m = zn
Bérczes, Attila, Le, Maohua, Pink, István, Soydan, Gökhan
Published in Analele ştiinţifice ale Universităţii "Ovidius" Constanţa. Seria Matematică (01.06.2021)
Published in Analele ştiinţifice ale Universităţii "Ovidius" Constanţa. Seria Matematică (01.06.2021)
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On the Diophantine equation (( c + 1) m 2 + 1) x + ( cm 2
KIZILDERE, Elif, MIYAZAKI, Takafumi, SOYDAN, Gökhan
Published in Turkish journal of mathematics (09.09.2018)
Published in Turkish journal of mathematics (09.09.2018)
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Journal Article
On the diophantine equation x2 + 2a · 3b · 11c = yn
Cangül, İsmaıl Nacı, Demırcı, Musa, İnam, İlker, Luca, Florian, Soydan, Gökhan
Published in Mathematica Slovaca (01.06.2013)
Published in Mathematica Slovaca (01.06.2013)
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A note on the Diophantine equation $$\varvec{x^2=4p^n-4p^m+\ell ^2}
Muriefah, Fadwa S. Abu, Le, Maohua, Soydan, Gökhan
Published in Indian journal of pure and applied mathematics (01.12.2022)
Published in Indian journal of pure and applied mathematics (01.12.2022)
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Journal Article
On the Diophantine equation (x+ 1) + (x+ 2) + ... + (2x) =y
Bérczes, Attila, Pink, István, Savaş, Gamze, Soydan, Gökhan
Published in Journal of number theory (01.02.2018)
Published in Journal of number theory (01.02.2018)
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