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The distributions of the numbers of the intersections of random convex sets in a lattice of parallelograms are established by the width functions of the convex sets. The asymptotic distributions, independence and the hitting probabilities that the convex sets hit the lines of the lattice are also discussed. 相似文献
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任德麟 《数学物理学报(B辑英文版)》1984,(1)
Let P_n, be the n-dimensional projective space. Let x_0,x_1,…,x_n be the homogeneous coordinates of point x. Consider the quadric φ(x) =x_0~2+x_1~2+…x_(n-1)~2+εx_n~2, where ε can take the value of +1 or -1. We assume the homogeneous coordinates of the points x that do not belong to φ = 0 are normalized, such that 相似文献
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该文先介绍一些中国数学家在几何不等式方面的工作.作者用积分几何中著名的Poincarè公式及Blaschke公式估计一随机凸域包含另一域的包含测度, 得到了经典的等周不等式和Bonnesen -型不等式.还得到了一些诸如对称混合等周不等式、Minkowski -型和Bonnesen -型对称混合等似不等式在内的一些新的几何不等式.最后还研究了Gage -型等周不等式以及Ros -型等周不等式. 相似文献
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