论文标题
在有限组中消失的元素的比例
On the proportion of vanishing elements in finite groups
论文作者
论文摘要
我们证明函数$ \ mathrm {p} _ {\ mathrm {v}}}（g）$，测量有限的组$ g $的元素的比例，即$ g $的不可约G $的零，在$ [0,1] $ INTERTAL的很大一部分中都非常稀疏的值。
We prove that the function $\mathrm{P}_{\mathrm{v}}(G)$, measuring the proportion of the elements of a finite group $G$ that are zeros of irreducible characters of $G$, takes very sparse values in a large segment of the $[0,1]$ interval.
