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Asymptotic properties of two affine invariants for 1-unconditional convex bodies
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作者 谢富生 何斌吾 易军 《Journal of Shanghai University(English Edition)》 CAS 2010年第3期223-227,共5页
Let K be a 1-unconditional convex bodies in Euclidean spaces.We study the asymptotic properties of two affine invariants m2(K) and S2(K) for a random simplex inside K.As an application,we discuss the asymptotic pr... Let K be a 1-unconditional convex bodies in Euclidean spaces.We study the asymptotic properties of two affine invariants m2(K) and S2(K) for a random simplex inside K.As an application,we discuss the asymptotic properties of two affine invariants m2(Bpn ) and S2(Bpn ),where Bpn = {x ∈ Rn : ‖x‖ p 1}. 展开更多
关键词 convex body 1-unconditional convex body isotropic constant Sylvester’s problem random simplex
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关于1-无条件体两个仿射不变量的渐进性质
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作者 吴力荣 何斌吾 谢富生 《安庆师范学院学报(自然科学版)》 2010年第3期21-24,共4页
K是欧拉空间内的1-无条件体,该文给出了K中任意一个随机单形的仿射不变量m2(K)和S2(K)的渐进性质,同时,Bnp={x∈Rn∶‖x‖p≤1}时,讨论了这两个仿射不变量的渐进性质的应用。
关键词 条件 仿射不变量 渐进性质 欧拉空间 讨论 随机 单形 BNP
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C^(1) Smoothness of Steiner Symmetrizations
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作者 YE Qiaoqing LIN Youjiang 《Wuhan University Journal of Natural Sciences》 CAS CSCD 2021年第4期295-298,共4页
In this paper,we study the smoothness of the Steiner symmetrization process and generalize the Steiner symmetrization of functions in Sobolev space to the Steiner symmetrization of convex body.We prove that for a C^(1... In this paper,we study the smoothness of the Steiner symmetrization process and generalize the Steiner symmetrization of functions in Sobolev space to the Steiner symmetrization of convex body.We prove that for a C^(1)convex body,its Steiner symmetral is still a C^(1)convex body. 展开更多
关键词 Steiner symmetrization C^(1)convex body convex function
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