Two Corollaries Of Holditch's Theorem For One-Parameter Closed Spatial Motions

Abstract

Hacısalihoğlu [1 ] obtained two important corollaries by using Holditch’s Theorem whicb is well-known for one-parameter closed planar motions. Müller [2 ] generalized Holditch’s Theorem for space motions and the points in the space. In this paper, we extended the corolla­ ries of Hacısalihoğlu by applying Müller’s technigue to space motions and the points in the space.