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CHARACTERIZATIONS OF BALLS AND ELLIPSOIDS BY INFINITESIMAL HOMOTHETIC CONDITIONS
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作者 m.angeles alfonseca Dmitry RYABOGIN +1 位作者 Alina STANCU Vladyslav YASKIN 《Acta Mathematica Scientia》 2025年第1期280-290,共11页
We prove that for a smooth convex body K⊂ℝ^(d),d≥2,with positive Gauss curvature,its homothety with a certain associated convex body implies that K is either a ball or an ellipsoid,depending on the associated body co... We prove that for a smooth convex body K⊂ℝ^(d),d≥2,with positive Gauss curvature,its homothety with a certain associated convex body implies that K is either a ball or an ellipsoid,depending on the associated body considered. 展开更多
关键词 Busemann-Petty problem convex bodies dual mixed volumes floating body surface of centers
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