这是计算Riemann Zeta值的函数，适用于离散数据估计标准化，是对Hurwitz Zeta值的修改。-This is to calculate the value of the Riemann Zeta function applies to discrete data estimated standardized Hurwitz Zeta values ​ ​ modify.

这个代码是用 Kolmogorov-Smirnov test计算幂律分布中的度分布概率值的。它既适用于离散数据也适用于连续数据。-This code is a value calculated the probability of the power-law distribution of degree distribution using the Kolmogorov-Smirnov test. Applicable both to the discrete data is also appl

用于管理常规企业文件，便于分类、整理，适合离散型图纸等管理(It is used to manage general enterprise documents, easy to classify and organize, suitable for discrete drawing management, etc.)