Timelike Ruled Surfaces in the Minkowski 3-Space-II

Authors: A. TURGUT, H. H. HACISALİOĞLU

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.

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