论文标题
给定的高立方体中的正常大小的型超蛋白
Normal-sized hypercuboids in a given hypercube
论文作者
论文摘要
在给定的超立方体中，绘制与边缘平行的网格线，并考虑所有边缘位于网格线或边界上的所有高蛋白（或高管）。我们发现，随着网格间距变小，这些倍蛋白型（或高管）体积的算术平均值的值的限制限制到整个体积。
In a given hypercube, draw grid lines parallel to the edges, and consider all hypercuboids (or hypercubes) whose edges are lying on the grid lines or the boundary. We find the limit of the value of the ratio of the arithmetic mean of the volumes of those hypercuboids (or hypercubes) to the entire volume as the grid spacing becomes smaller.
