ÇAKMAK, A. Et Al. 2019. Dual Surfaces Defined by z=f(u)g(v) in Simply Isotropic 3-Space I31. Communications of the Korean Mathematical Society , vol.34, no.1 , 267-277.

ÇAKMAK, A., KARACAN, M. K., & KIZILTUĞ, S., (2019). Dual Surfaces Defined by z=f(u)g(v) in Simply Isotropic 3-Space I31. Communications of the Korean Mathematical Society , vol.34, no.1, 267-277.

ÇAKMAK, ALİ, MURAT KEMAL KARACAN, And SEZAİ KIZILTUĞ. "Dual Surfaces Defined by z=f(u)g(v) in Simply Isotropic 3-Space I31," Communications of the Korean Mathematical Society , vol.34, no.1, 267-277, 2019

ÇAKMAK, ALİ Et Al. "Dual Surfaces Defined by z=f(u)g(v) in Simply Isotropic 3-Space I31." Communications of the Korean Mathematical Society , vol.34, no.1, pp.267-277, 2019

ÇAKMAK, A. KARACAN, M. K. And KIZILTUĞ, S. (2019) . "Dual Surfaces Defined by z=f(u)g(v) in Simply Isotropic 3-Space I31." Communications of the Korean Mathematical Society , vol.34, no.1, pp.267-277.

@article{article, author={ALİ ÇAKMAK Et Al. }, title={Dual Surfaces Defined by z=f(u)g(v) in Simply Isotropic 3-Space I31}, journal={Communications of the Korean Mathematical Society}, year=2019, pages={267-277} }