论文标题
关于塞勒姆的积分方程和相关标准
On Salem's Integral Equation and related criteria
论文作者
论文摘要
我们将塞勒姆的积分方程扩展到非遗传形式，并为Riemann假设提供相关的标准。给出了非殖民案例的明确解决方案，这反过来又可以进一步了解塞勒姆的RH标准。总而言之，我们表明了这些结果，源于推论，该推论将非殖民形式的溶液与维纳定理的溶液独特。
We extend Salem's Integral equation to the non-homogenous form, and offer the associated criteria for the Riemann Hypothesis. Explicit solutions for the non-homogenous case are given, which in turn give further insight into Salem's criteria for the RH. As a conclusion, we show these results follow from a corollary relating the uniqueness of solutions of the non-homogenous form with Wiener's theorem.
