S. Gerdan Aydın Et Al. , "ON RIEMANNIAN MANIFOLDS ADMITTING ζ(RIC)-VECTOR FIELDS," Riemannian Geometry and Applications-RIGA 2023 , Bucuresti, Romania, pp.47, 2023
Gerdan Aydın, S. Et Al. 2023. ON RIEMANNIAN MANIFOLDS ADMITTING ζ(RIC)-VECTOR FIELDS. Riemannian Geometry and Applications-RIGA 2023 , (Bucuresti, Romania), 47.
Gerdan Aydın, S., Taştan, H. M., & Traore, M., (2023). ON RIEMANNIAN MANIFOLDS ADMITTING ζ(RIC)-VECTOR FIELDS . Riemannian Geometry and Applications-RIGA 2023 (pp.47). Bucuresti, Romania
Gerdan Aydın, Sibel, Hakan Mete TAŞTAN, And Moctar Traore. "ON RIEMANNIAN MANIFOLDS ADMITTING ζ(RIC)-VECTOR FIELDS," Riemannian Geometry and Applications-RIGA 2023, Bucuresti, Romania, 2023
Gerdan Aydın, Sibel G. Et Al. "ON RIEMANNIAN MANIFOLDS ADMITTING ζ(RIC)-VECTOR FIELDS." Riemannian Geometry and Applications-RIGA 2023 , Bucuresti, Romania, pp.47, 2023
Gerdan Aydın, S. Taştan, H. M. And Traore, M. (2023) . "ON RIEMANNIAN MANIFOLDS ADMITTING ζ(RIC)-VECTOR FIELDS." Riemannian Geometry and Applications-RIGA 2023 , Bucuresti, Romania, p.47.
@conferencepaper{conferencepaper, author={Sibel GERDAN AYDIN Et Al. }, title={ON RIEMANNIAN MANIFOLDS ADMITTING ζ(RIC)-VECTOR FIELDS}, congress name={Riemannian Geometry and Applications-RIGA 2023}, city={Bucuresti}, country={Romania}, year={2023}, pages={47} }