Stability in Aleksandrov's problem for a convex body,one of whose projections is a ball |
| |
Authors: | V I Diskant |
| |
Abstract: | A stability theorem is proved corresponding to this uniqueness theorem forn 5,k 3, and under the hypothesis that one of the projections of the convex body on a hyperplane ofR
n is a ball. In particular the stability theorem holds in the case when the body is a solid of revolution.Translated from Ukrainskií Geometricheskií Sbornik, Issue 28, 1985, pp. 50–62. |
| |
Keywords: | |
本文献已被 SpringerLink 等数据库收录! |
|