Dual Minimal Curves
Articles > Article · 2006
Authors: Ali Çalıskan
Mathematical and Computational Applications, International, Scopus, 2006, vol 11, pp 19-23
DOI: 10.3390/mca11010019
Summary
In this study, a dual minimal curves of a dual unit sphere, and the minimal ruled surfaces corresponding it are defined, and represented that dual unit tangent, binormal and surface normal vectors, related to these, are dual isotropic lines. E.Study theorem is also given, for dual minimal curves, belonging to minimal curves and we give general solution of differential equation of this curves.