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Mean width inequalities for symmetric Wulff shapes
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作者 GUO LuJun LENG GangSong 《Science China Mathematics》 SCIE 2014年第8期1649-1656,共8页
We establish the mean width inequalities for symmetric Wulff shapes by a direct approach.We also yield the dual inequality along with the equality conditions.These new inequalities have Barthe’s mean width inequaliti... We establish the mean width inequalities for symmetric Wulff shapes by a direct approach.We also yield the dual inequality along with the equality conditions.These new inequalities have Barthe’s mean width inequalities for even isotropic measures and its dual form as special cases. 展开更多
关键词 isotropic measure Wulff shape mean width ball-barthe inequalities
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