Journal of Shanghai University(Natural Science Edition) ›› 2010, Vol. 16 ›› Issue (4): 394-396.
• Mathematics.Physics and Chemistry • Previous Articles Next Articles
SI Lin
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Abstract:
In this paper, projection of Blaschke sum of two convex bodies is considered when these convex bodies have an isotropic surface measure. The Schneider projection problem is also discussed when the convex body has an isotropic surface measure.
Key words: convex body; isotropic surface measure; Blaschke sum; Schneider projection problem
CLC Number:
O 184
SI Lin. Isotropic Surface Area Measure and Projection of Convex Bodies[J]. Journal of Shanghai University(Natural Science Edition), 2010, 16(4): 394-396.
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https://www.journal.shu.edu.cn/EN/Y2010/V16/I4/394