INTERSECTIONS OF TWO RULED SURFACES CORRESPONDING TO CURVES ON THE UNIT DUAL SPHERE

Abstract

In this study, considering two different curves on the unit dual sphere, 〖DS〗^2, we investigate the intersection of two different ruled surfaces in R^3 by using E. Study mapping. The conditions for the intersection of these ruled surfaces in R^3 are expressed by theorems with bivariate functions. Finally, some examples are given to support the main results.