REN Yu-lan, SUN Tian-xiao, GAO Yan, et al. Our Considerations about Research on Regularities of Acupoint Combination Based on Bipartite Network Community Structure Partition[J]. Acupuncture research, 2014, 39(2): 148-152.
REN Yu-lan, SUN Tian-xiao, GAO Yan, et al. Our Considerations about Research on Regularities of Acupoint Combination Based on Bipartite Network Community Structure Partition[J]. Acupuncture research, 2014, 39(2): 148-152. DOI: 10.13702/j.1000-0607.2014.02.011.
基于二分网络社团划分的腧穴配伍规律研究思路
摘要
腧穴配伍既是针灸临床选穴组方的基础
又是经络腧穴理论的核心。研究表明多个腧穴配伍有增效、减效、无效3种可能
故腧穴的配伍绝非简单的1+1=2或者2-1=1的变化
而是具有非线性、动态性、复杂性特征。本文在分析腧穴配伍规律的国内外研究现状及发展态势基础上
提出了基于复杂网络社团结构
从宏观与局部、静态与动态多层次多角度
研究腧穴组合的关系及其结构和动态演化特征
揭示腧穴配伍规律的研究思路和方法。
Abstract
Acupoint compatibility is not only a foundation for formulating acupoint recipes in clinical practice
but also a core of meridian and acupoint theory.Many studies have revealed that the application of multiple-acupoints combination in the treatment of different clinical conditions or illnesses may lead to three outcomes
i.e.
synergistic effect
antagonistic effect and no effect.Therefore
the application of multiple acupoints combination is definitely not a simple result of 1+1=2
or 2-1=1in the management of many clinical disorders
and rather
the reasonable combination of multiple acupoints is a non-liner
dynamic and complicated issue.It has been well documented that the complex biological network consists of modules/communities
a set of nodes that are more densely inter-connected among themselves than with the rest of the network
which can be detected by community detection according to their modularity.After analyzing the current status and development trends of acupoint comparability researches in both China and other countries of the world
the authors of the present paper put forward some ideas and methods for the research of correlation
composing characteristics and dynamically evolutionary regularities of acupoint combination from the macroscopic and local aspects
dynamic and static angles on the basis of the theory of community structure theory of complex networks.