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Description and Application of a Mathematical Method for the Analysis of Harmony

机译:谐波分析数学方法的描述和应用

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摘要

Harmony issues are widespread in human society and nature. To analyze these issues, harmony theory has been proposed as the main theoretical approach for the study of interpersonal relationships and relationships between humans and nature. Therefore, it is of great importance to study harmony theory. After briefly introducing the basic concepts of harmony theory, this paper expounds the five elements that are essential for the quantitative description of harmony issues in water resources management: harmony participant, harmony objective, harmony regulation, harmony factor, and harmony action. A basic mathematical equation for the harmony degree, that is, a quantitative expression of harmony issues, is introduced in the paper: HD = ai − bj, where a is the uniform degree, b is the difference degree, i is the harmony coefficient, and j is the disharmony coefficient. This paper also discusses harmony assessment and harmony regulation and introduces some application examples.
机译:和谐问题在人类社会和自然界中普遍存在。为了分析这些问题,提出了和谐理论作为研究人际关系以及人与自然之间关系的主要理论方法。因此,研究和声理论具有重要意义。在简要介绍和谐理论的基本概念之后,本文阐述了对水资源管理中的和谐问题进行定量描述所必需的五个要素:和谐参与者,和谐目标,和谐调节,和谐因子和和谐作用。本文介绍了一个和声度的基本数学方程,即和声问题的定量表达式:HD = ai-bj,其中a是均匀度,b是差度,i是和声系数, j是不和谐系数。本文还讨论了和声评估和和声调节,并介绍了一些应用示例。

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