论文标题
在节省算术功能和Volterra积分方程式上
On summatory arithmetic functions and a Volterra Integral equation
论文作者
论文摘要
我们获得了众所周知的杂种算术功能的渐近结果，例如$ψ（x），$，并建立与新的灌注函数的连接。提供了一个新的Volterra积分方程，该方程是通过避免算术函数来解决的。我们以一些进一步的积分公式结束，并提供数字理论公式作为应用。
We obtain asymptotic results for well known summatory arithmetic functions, such as $ψ(x),$ and establish connections to new summatory functions. A new Volterra integral equation is offered, which is solved by summatory arithmetic functions. We conclude with some further integral formulas and provide number theoretic formulas as applications.
