论文标题
Beurling数字的主要因素数量在于指定的残留类别
Beurling numbers whose number of prime factors lies in a specified residue class
论文作者
论文摘要
我们发现$ s_ {k，c}（x）$的渐近学，低于$ x $的正整数的数量，其主要因素为$ c \; \ Mathrm {mod} \; K $。我们在Beurling Integers的背景下研究这个问题。
We find asymptotics for $S_{K,c}(x)$, the number of positive integers below $x$ whose number of prime factors is $c \; \mathrm{mod}\; K$. We study this question in the context of Beurling integers.
