论文标题
Zeta Zeros之间的小间隙和小间距
Small gaps and small spacings between zeta zeros
论文作者
论文摘要
我们表明，假设RH是通过$ Pair相关性建立的$ $对成对的现象发生在正密度的情况下（最多稍微调整常数）。同样，虽然通常认为双重零是一对近对，但我们考虑了两个$ $ zeros之间的差异。
We show assuming RH that phenomena concerning pairs of zeros established $via$ pair correlations occur with positive density (with at most a slight adjustment of the constants). Also, while a double zero is commonly considered to be a close pair, we consider the difference between two $distinct$ zeros.
