A. Tekcan And G. Karadeniz Gözeri, "Finding the Fundamental Solutions of the Pell Equation $ x^{2}-dy^{2}=pm 1$ by determining the Right Neighbor of $F=(d,0,-1)$," Libertas Mathematica (new series) , vol.38, pp.45-57, 2018
Tekcan, A. And Karadeniz Gözeri, G. 2018. Finding the Fundamental Solutions of the Pell Equation $ x^{2}-dy^{2}=pm 1$ by determining the Right Neighbor of $F=(d,0,-1)$. Libertas Mathematica (new series) , vol.38 , 45-57.
Tekcan, A., & Karadeniz Gözeri, G., (2018). Finding the Fundamental Solutions of the Pell Equation $ x^{2}-dy^{2}=pm 1$ by determining the Right Neighbor of $F=(d,0,-1)$. Libertas Mathematica (new series) , vol.38, 45-57.
Tekcan, Ahmet, And Gül KARADENİZ GÖZERİ. "Finding the Fundamental Solutions of the Pell Equation $ x^{2}-dy^{2}=pm 1$ by determining the Right Neighbor of $F=(d,0,-1)$," Libertas Mathematica (new series) , vol.38, 45-57, 2018
Tekcan, Ahmet And Karadeniz Gözeri, Gül K. . "Finding the Fundamental Solutions of the Pell Equation $ x^{2}-dy^{2}=pm 1$ by determining the Right Neighbor of $F=(d,0,-1)$." Libertas Mathematica (new series) , vol.38, pp.45-57, 2018
Tekcan, A. And Karadeniz Gözeri, G. (2018) . "Finding the Fundamental Solutions of the Pell Equation $ x^{2}-dy^{2}=pm 1$ by determining the Right Neighbor of $F=(d,0,-1)$." Libertas Mathematica (new series) , vol.38, pp.45-57.
@article{article, author={Ahmet Tekcan And author={Gül KARADENİZ GÖZERİ}, title={Finding the Fundamental Solutions of the Pell Equation $ x^{2}-dy^{2}=pm 1$ by determining the Right Neighbor of $F=(d,0,-1)$}, journal={Libertas Mathematica (new series)}, year=2018, pages={45-57} }