Üç Boyutlu Riemannian Heisenberg Grubunda Paralel Faktorable Yüzeylerin Bazı Karakterizasyonları

Authors : Gülden ALTAY SUROĞLU

Pages : 31-36

Doi:10.17714/gumusfenbil.440949

View : 20 | Download : 16

Publication Date : 2018-11-30

Article Type : Conference Paper

Abstract :In this paper, we give some properties of parallel factorable surface which is obtained by group operations in Riemannian three dimensional Heisenberg Group H₃. Then, we obtain some characterizetions of parallel factorable surface according to Levi- Civita connections of H₃ .
Keywords : Factorable surface, Heisenberg group, parallel surface, Riemannian metric