Timelike Ruled Surfaces in the Minkowski 3-Space-II

Authors

A. TURGUT
H. H. HACISALİOĞLU

DOI

-

Abstract

This paper is devoted to a study of timelike ruled surfaces in three dimensional Minkowski space obtained by a spacelike straight line moving along a timelike curve. The central point, the curve of striction and the distribution parameter of a timelike ruled surface in Minkowski 3-space are considered, and some theorems relating to their structure are obtained. In addition, some results about developable timelike ruled surfaces are also given.

First Page

33

Last Page

46

Recommended Citation

TURGUT, A. and HACISALİOĞLU, H. H. (1998) "Timelike Ruled Surfaces in the Minkowski 3-Space-II," Turkish Journal of Mathematics: Vol. 22: No. 1, Article 3. Available at: https://journals.tubitak.gov.tr/math/vol22/iss1/3