Print previewpersonal data approved: 2023. I. 16. Publications |
2022
 from data base, 2023. I. 16. |
Takafumi Miyazaki, István Pink: Number of solutions to a special type of unit equations in two variables II, type of document: language: English
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2021
 from data base, 2023. I. 16. |
Attila Bérczes, Maohua Le, István Pink, Gökhan Soydan: A note on the ternary Diophantine equation x^2-y^{2m}=z^n, ANALELE STIINTIFICE ALE UNIVERSITATII OVIDIUS CONSTANTA-SERIA MATEMATICA 29: (2) pp. 93-105. type of document: Journal paper/Article language: English URL |
2020
 from data base, 2023. I. 16. |
Takafumi Miyazaki, István Pink: Number of solutions to a special type of unit equations in two variables, type of document: language: English
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2020
 from data base, 2023. I. 16. |
Bazsó András, Bérczes Attila, Kolouch Ondrej, Pink István, Šustek Jan: Diophantine equations connected to the Komornik polynomials, GLASNIK MATEMATICKI 55: (1) pp. 13-27. type of document: Journal paper/Article language: English URL |
2019
 from data base, 2023. I. 16. |
Bérczes A., Hajdu L., Pink I., Rout S.S.: Sums of S-units in recurrence sequences, JOURNAL OF NUMBER THEORY 196: pp. 353-363. type of document: Journal paper/Article number of independent citations: 1 language: English URL |
2018
 from data base, 2023. I. 16. |
István Pink, Volker Ziegler: Effective resolution of Diophantine equations of the form u_n+u_m=wp_1^z_1⋯p_s^z_s, MONATSHEFTE FUR MATHEMATIK 185: (1) pp. 103-131. type of document: Journal paper/Article number of independent citations: 6 language: English URL |
2018
 from data base, 2023. I. 16. |
Kwok Chi Chim, István Pink, Volker Ziegler: On a variant of Pillai's problem II, JOURNAL OF NUMBER THEORY 183: (1) pp. 269-290. type of document: Journal paper/Article number of independent citations: 15 language: English URL |
2010
 from data base, 2023. I. 16. |
Bérczes A, Liptai K, Pink I: On generalized balancing sequences, FIBONACCI QUARTERLY 48: (2) pp. 121-128. type of document: Journal paper/Article number of independent citations: 41 language: English Full text |
2008
 from data base, 2023. I. 16. |
Bérczes A, Pink I: On the diophantine equation x^2+p^{2k}=y^n, ARCHIV DER MATHEMATIK 91: (6) pp. 505-517. type of document: Journal paper/Article number of independent citations: 26 language: English URL |
2007
 from data base, 2023. I. 16. |
I Pink: On the diophantine equation $x^2+2^{\alpha}3^{\beta}5^{\gamma}7^{\delta}=y^n$, PUBLICATIONES MATHEMATICAE DEBRECEN 70: pp. 149-166. type of document: Journal paper/Article number of independent citations: 19 language: English
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| Number of independent citations to these publications: | 108  |
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