ARAMA SONUÇLARI

Toplam 9 adet sonuçtan 9 tanesi görüntülenmektedir.

General Rotational Surfaces in Pseudo-Euclidean 4-Space with Neutral Metric

BULLETIN OF THE MALAYSIAN MATHEMATICAL SCIENCES SOCIETY, Vol. 41, No. 4, 2018, s. 1773-1793, ISSN: 0126-6705

ALEKSİEVA YANA,VELİCHKA MİLOUSHEVA,TURGAY NURETTİN CENK

General rotational surfaces in pseudo-euclidean 4-space with neutral metric

Pure and Applied Differential Geometry (PADGE2017), 21 Ağustos 2017

ALEKSİEVA YANA,MİLOUSHEVA VELİCHKA,TURGAY NURETTİN CENK

Quasi minimal Lorentz Surfaces with Pointwise 1 type Gauss Map in Pseudo Euclidean 4 Space

International Workshop on Theory of Submanifolds (IWTS-2016), 2 Haziran 2016

MİLOUSHEVA VELİCHKA,TURGAY NURETTİN CENK

Quasi minimal Lorentz surfaces with pointwise 1 type Gauss map in pseudo Euclidean 4 space

Journal of Geometry and Physics, Vol. 106, Ağustos 2016, s. 171-183, ISSN: 03930440

MİLOUSHEVA VELİCHKA,TURGAY NURETTİN CENK

Constant Mean Curvature Surfaces with Finite Type Gauss Map in Pseudo-Euclidean Space Forms and Their Boundary Curves

15th International Geometry Symposium, 3 Temmuz 2017

CANFES ELİF,TURGAY NURETTİN CENK

A classification of biconservative hypersurfaces in a pseudo Euclidean space

Journal of Mathematical Analysis and Applications, Vol. 444, No. 2, Aralık 2016, s. 1703-1720, ISSN: 0022247X

UPADHYAY ABHİTOSH,TURGAY NURETTİN CENK

ON ROTATIONAL SURFACES IN PSEUDO EUCLIDEAN SPACE E 4 T WITH POINTWISE 1 tTYPE GAUSS MAP

Acta Universitatis Apulensis, Vol. 45, No. 1, Ocak 2016, s. 43-59, ISSN: 1582-5329

BEKTAŞ BURCU,CANFES ELİF,DURSUN UĞUR

Elif Canfes Özgün Makale

Constant Mean Curvature Surfaces with Finite Type Gauss Map in Pseudo-Euclidean Space Forms and Their Boundary Curves

15th International Geometry Symposium, 3 Temmuz 2017

CANFES ELİF,TURGAY NURETTİN CENK

Elif Canfes Özet Bildiri

Null2-type Submanifolds of the Pseudo Euclidean Space E5_t with Non Parallel Mean Curvature Vector

International mathematical Forum, Vol. 3, Ocak 2008, s. 609-622, ISSN: 1314-7536

ARSAN GÜLER,CANFES ELİF,DURSUN UĞUR

Elif Canfes Özgün Makale