Title of article
THE DARBOUX TRIHEDRONS OF REGULAR CURVES ON A REGULAR TIME-LIKE SURFACE
Author/Authors
Özyilmaz, Emin Ege University - Faculty of Science - Department of Mathematics, Turkey
From page
172
To page
183
Abstract
In this work, we study Differential Geometry in the Minkowski 3-space R^3 1 of the curves on a time-like regular surface by using parameter curves which are not perpendicular to each other. The aim of this study is to investigate the formulae between the Darboux Vectors of the time-like curve (c), the time-like parameter curve (c1) and the space-like parameter curve (c2) which are not intersecting perpendicularly.
Keywords
Time , like and space , like curves , time , like surface , minkowski 3 , space.
Journal title
mathematical and computational applications
Journal title
mathematical and computational applications
Record number
2569226
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