A hyperplane inequality for the surface area of projection bodies
Alexander Koldobsky
TL;DR
This paper establishes a new inequality relating the surface area of projection bodies to their geometric properties, advancing the understanding of convex body projections.
Contribution
It introduces a hyperplane inequality specifically for the surface area of projection bodies, providing a novel theoretical result in convex geometry.
Findings
Proves a new hyperplane inequality for projection bodies
Enhances understanding of surface area relations in convex geometry
Provides a theoretical foundation for future geometric inequalities
Abstract
We prove a hyperplane inequality for the surface area of projection bodies.
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Taxonomy
TopicsPoint processes and geometric inequalities · Digital Image Processing Techniques