A geometric inequality on mixed volumes |
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| Authors: | Young Do Chai |
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| Affiliation: | (1) Department of Mathematics, Sung Kyun Kwan University, 440-746 Suwon, South Korea |
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| Abstract: | We develop some geometric inequality for a kind of generalized convex set. The integral of (n – 2)-th mean curvature of the generalized convex set, the mixed volume of the convex hull of the set, and a reference convex set are involved in the inequality.Partially supported by grants from Kosef and BSRI-95-1419. |
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| Keywords: | Hyperplane section quasi-convex mixed volume an integral of mean curvature Minkowski functional |
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