Demirbas, E. Et Al. 2022. General Rotational Surfaces Satisfying Delta x(T) = phi x(T). MEDITERRANEAN JOURNAL OF MATHEMATICS , vol.19, no.1 .

Demirbas, E., Arslan, K., & Bulca, B., (2022). General Rotational Surfaces Satisfying Delta x(T) = phi x(T). MEDITERRANEAN JOURNAL OF MATHEMATICS , vol.19, no.1.

Demirbas, Eray, KADRİ ARSLAN, And BETÜL BULCA SOKUR. "General Rotational Surfaces Satisfying Delta x(T) = phi x(T)," MEDITERRANEAN JOURNAL OF MATHEMATICS , vol.19, no.1, 2022

Demirbas, Eray Et Al. "General Rotational Surfaces Satisfying Delta x(T) = phi x(T)." MEDITERRANEAN JOURNAL OF MATHEMATICS , vol.19, no.1, 2022

Demirbas, E. Arslan, K. And Bulca, B. (2022) . "General Rotational Surfaces Satisfying Delta x(T) = phi x(T)." MEDITERRANEAN JOURNAL OF MATHEMATICS , vol.19, no.1.

@article{article, author={Eray Demirbas Et Al. }, title={General Rotational Surfaces Satisfying Delta x(T) = phi x(T)}, journal={MEDITERRANEAN JOURNAL OF MATHEMATICS}, year=2022}