AKÇA, Z. And NAZLI, S. 2022. On the Shortest Distance in the Plane R^2(π3). New Trends in Mathematical Sciences , vol.10, no.4 , 128-132.

AKÇA, Z., & NAZLI, S., (2022). On the Shortest Distance in the Plane R^2(π3). New Trends in Mathematical Sciences , vol.10, no.4, 128-132.

AKÇA, ZİYA, And SELAHATTİN NAZLI. "On the Shortest Distance in the Plane R^2(π3)," New Trends in Mathematical Sciences , vol.10, no.4, 128-132, 2022

AKÇA, ZİYA And NAZLI, SELAHATTİN. "On the Shortest Distance in the Plane R^2(π3)." New Trends in Mathematical Sciences , vol.10, no.4, pp.128-132, 2022

AKÇA, Z. And NAZLI, S. (2022) . "On the Shortest Distance in the Plane R^2(π3)." New Trends in Mathematical Sciences , vol.10, no.4, pp.128-132.

@article{article, author={ZİYA AKÇA And author={SELAHATTİN NAZLI}, title={On the Shortest Distance in the Plane R^2(π3)}, journal={New Trends in Mathematical Sciences}, year=2022, pages={128-132} }