Atıf Formatları
Positive integer solutions of the diophantine equations x2-5Fnxy-5(-1)ny2=±5r
  • IEEE
  • ACM
  • APA
  • Chicago
  • MLA
  • Harvard
  • BibTeX

R. Keskin Et Al. , "Positive integer solutions of the diophantine equations x2-5Fnxy-5(-1)ny2=±5r," Miskolc Mathematical Notes , vol.14, no.3, pp.959-972, 2013

Keskin, R. Et Al. 2013. Positive integer solutions of the diophantine equations x2-5Fnxy-5(-1)ny2=±5r. Miskolc Mathematical Notes , vol.14, no.3 , 959-972.

Keskin, R., Karaatli, O., & ŞİAR, Z., (2013). Positive integer solutions of the diophantine equations x2-5Fnxy-5(-1)ny2=±5r. Miskolc Mathematical Notes , vol.14, no.3, 959-972.

Keskin, Refik, Olcay Karaatli, And ZAFER ŞİAR. "Positive integer solutions of the diophantine equations x2-5Fnxy-5(-1)ny2=±5r," Miskolc Mathematical Notes , vol.14, no.3, 959-972, 2013

Keskin, Refik Et Al. "Positive integer solutions of the diophantine equations x2-5Fnxy-5(-1)ny2=±5r." Miskolc Mathematical Notes , vol.14, no.3, pp.959-972, 2013

Keskin, R. Karaatli, O. And ŞİAR, Z. (2013) . "Positive integer solutions of the diophantine equations x2-5Fnxy-5(-1)ny2=±5r." Miskolc Mathematical Notes , vol.14, no.3, pp.959-972.

@article{article, author={Refik Keskin Et Al. }, title={Positive integer solutions of the diophantine equations x2-5Fnxy-5(-1)ny2=±5r}, journal={Miskolc Mathematical Notes}, year=2013, pages={959-972} }