论文标题
se
Equipartition of a segment
论文作者
论文摘要
我们证明，对于任何积极的整数$ m $，一个细分市场可能会被分区为$ m $可能是归化的或空的段，具有相等值的连续函数$ f $ f $ f $ f $ f $ f $，假设$ f $可能具有正值和负值，但其对退化或空的段的价值为零。
We prove that, for any positive integer $m$, a segment may be partitioned into $m$ possibly degenerate or empty segments with equal values of a continuous function $f$ of a segment, assuming that $f$ may take positive and negative values, but its value on degenerate or empty segments is zero.
