Title of article
EQUIVALENCE OF CERTAIN SURFACES IN E3
Author/Authors
TALAAT, R. M. K. Fayoum University - Faculty of Engineering, Egypt
From page
445
To page
452
Abstract
The main task of this paper is to show that two isometric surfaces M: D → E^3and M bar : D → E^3 where D⊂R^2 is a bounded domain are equivalent provided that1- The Gauss curvature K of the surface M is positive K 0 2-The second fundamental forms II and II bar of the surfaces M and M bar respectively areequivalent on the bounding of D (∂D).
Keywords
The equivalent of two surfaces M and M bar in E^3.
Journal title
Journal of Engineering and Applied Science
Journal title
Journal of Engineering and Applied Science
Record number
2588102
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