On the geometry of right conoid
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Abstract (EN)
This thesis consists of five chapters.The first chapter is devoted to the introduction section and provides a general knowledge of literature. In the second chapter, basic concepts for theory of surfaces in Euclidean 3-space are given. In the third chapter, the surface of right conoid is defined.The Gaussian, the second Gaussian, the mean and the second mean curvatures were calculated. Furtheremore, necessary and sufficient conditions for right conoid, being developable (flat ) and minimal in terms of the curvatures of right conoid are given. In the fourth and fifth chapter, Linear Weingarten right conoid in Euclidean 3-space are classified.
Author
Seher Kurşuncu Coşkun
How to Cite
Seher Kurşuncu Coşkun (Master Thesis). On the geometry of right conoid, 2018, Uşak University.
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