A. GÖRGÜLÜ

7771

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 .

Keywords:

hypersurfaces, Secondly parallel,

___

Communications, Series A1:Mathematics and Statistics

Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics-Cover

ISSN: 1303-5991
Yayın Aralığı: Yılda 4 Sayı
Başlangıç: 1948
Yayıncı: Ankara Üniversitesi

Arşiv

Sayıdaki Diğer Makaleler

Hüseyin BEREKETOĞLU

On the pair of axoids under the symmetric helical motion of order k in the euclidean space En

İsmail AYDEMİR

The factorization of elements of So(n) in terms of the eulers angles

Fixed point theorems for some discontinous operators in 2-Metric spaces

M. Shakil AQEEL AHMAD

On the spectrum of C, as an operator on bv

On the congruences of lines generated by the instantaneous screwing axes connected with some surfaces

On the periodic solutions of certain class of eighth-order differential equations

Hüseyin BEREKETOĞLU