论文标题
关于整数和素数商数字的分布
On the distribution of the digits of quotients of integers and primes
论文作者
论文摘要
我们研究了从间隔$ [1，t] $中获取的随机正整数的商数字的分布，从而改善了以前已知的错误术语为$ t \ to+\ to+\ infty $。我们还解决了问题的一些自然变体，这些变体与原点可见的主要坐标和点可见。
We investigate the distribution of the digits of quotients of randomly chosen positive integers taken from the interval $[1,T]$, improving the previously known error term for the counting function as $T\to+\infty$. We also resolve some natural variants of the problem concerning points with prime coordinates and points that are visible from the origin.
