ON DIFFERENTIAL GEOMETRY OF THE LORENTZ SURFACES

Authors : Nejat Ekmekci, Yılmaz Tuncer

Pages : 20-24

View : 31 | Download : 10

Publication Date : 2007-06-15

Article Type : Research Paper

Abstract :In this paper we have defined the sign functions £1\` £2\` t3\` £4\` t5 and the vector fields  Xu\` Xv\` nu and n , which have taken derivatives with insert ignore into journalissuearticles values(u,v); parameters of the tangent  vector field X of any surface in Lorentz space and we get fundamental forms, Weingarten  equations, Olin-Rodrigues and Gauss formulae. Beside these we calculate Gauss and mean  curvatures.
Keywords : Lorenz Surface, Fundamental Forms, Curvatures, Weingarten Formulae

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