Cosgun, A. Et Al. 2016. Further results on rational points of the curve y(qn) - y = gamma xqh+1 - alpha over F-qm. DESIGNS CODES AND CRYPTOGRAPHY , vol.79, no.3 , 423-441.

Cosgun, A., ÖZBUDAK, F., & SAYGI, Z., (2016). Further results on rational points of the curve y(qn) - y = gamma xqh+1 - alpha over F-qm. DESIGNS CODES AND CRYPTOGRAPHY , vol.79, no.3, 423-441.

Cosgun, Ayhan, FERRUH ÖZBUDAK, And ZÜLFÜKAR SAYGI. "Further results on rational points of the curve y(qn) - y = gamma xqh+1 - alpha over F-qm," DESIGNS CODES AND CRYPTOGRAPHY , vol.79, no.3, 423-441, 2016

Cosgun, Ayhan Et Al. "Further results on rational points of the curve y(qn) - y = gamma xqh+1 - alpha over F-qm." DESIGNS CODES AND CRYPTOGRAPHY , vol.79, no.3, pp.423-441, 2016

Cosgun, A. ÖZBUDAK, F. And SAYGI, Z. (2016) . "Further results on rational points of the curve y(qn) - y = gamma xqh+1 - alpha over F-qm." DESIGNS CODES AND CRYPTOGRAPHY , vol.79, no.3, pp.423-441.

@article{article, author={Ayhan Cosgun Et Al. }, title={Further results on rational points of the curve y(qn) - y = gamma xqh+1 - alpha over F-qm}, journal={DESIGNS CODES AND CRYPTOGRAPHY}, year=2016, pages={423-441} }