arXiv:2105.14643 [math.MG]AbstractReferencesReviewsResources
A Directional Curvature Formula for Convex Bodies in R^n
Published 2021-05-30Version 1
For a compact convex set F in R^n, with the origin in its interior, we present a formula to compute the curvature at a fixed point on its boundary, in the direction of any tangent vector. This formula is equivalent to the existing ones, but it is easier to apply.
Comments: 24 pages
Categories: math.MG
Related articles: Most relevant | Search more
Gaussian marginals of convex bodies with symmetries
arXiv:1310.1514 [math.MG] (Published 2013-10-05)
Hölder continuity of normal cycles and of support measures of convex bodies
arXiv:2104.08868 [math.MG] (Published 2021-04-18)
Homothetic covering of convex hulls of compact convex sets