H. YILDIRIM, "On ideal submanifolds of real space forms with tye number $\leq2$," Riemannian Geometry and Applications to Engineering and Economics RIGA 2014 , Bucharest, Romania, pp.25, 2014
YILDIRIM, H. 2014. On ideal submanifolds of real space forms with tye number $\leq2$. Riemannian Geometry and Applications to Engineering and Economics RIGA 2014 , (Bucharest, Romania), 25.
YILDIRIM, H., (2014). On ideal submanifolds of real space forms with tye number $\leq2$ . Riemannian Geometry and Applications to Engineering and Economics RIGA 2014 (pp.25). Bucharest, Romania
YILDIRIM, Handan. "On ideal submanifolds of real space forms with tye number $\leq2$," Riemannian Geometry and Applications to Engineering and Economics RIGA 2014, Bucharest, Romania, 2014
YILDIRIM, Handan. "On ideal submanifolds of real space forms with tye number $\leq2$." Riemannian Geometry and Applications to Engineering and Economics RIGA 2014 , Bucharest, Romania, pp.25, 2014
YILDIRIM, H. (2014) . "On ideal submanifolds of real space forms with tye number $\leq2$." Riemannian Geometry and Applications to Engineering and Economics RIGA 2014 , Bucharest, Romania, p.25.
@conferencepaper{conferencepaper, author={Handan YILDIRIM}, title={On ideal submanifolds of real space forms with tye number $\leq2$}, congress name={Riemannian Geometry and Applications to Engineering and Economics RIGA 2014}, city={Bucharest}, country={Romania}, year={2014}, pages={25} }