On the curvates of the parallel hypersurfaces
On the curvates of the parallel hypersurfaces
In this paper, we have shown that if (n-2)-th mean curvature Mn - 2 of a hypersurface M is zero, tlıen the sum of principal radii of curvatures of the parallel hypersurface Mr is cons- tant. Secondly, we generalize a theorem of Bonnet which is for the parallel hypersurfaces in E3, to En .
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- Communications, Series A1:Mathematics and Statistics