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On the densest packing of polycylinders in any dimension. (arXiv:1405.0497v2 [math.MG] UPDATED)
来源于:arXiv
Using transversality and a dimension reduction argument, a result of A.
Bezdek and W. Kuperberg is applied to polycylinders $\mathbb{D}^2\times
\mathbb{R}^n$, showing that the optimal packing density is $\pi/\sqrt{12}$ in
any dimension. 查看全文>>