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五行理论的数学模型及其微分方程组的通解
引用本文:赵威,赵致镛.五行理论的数学模型及其微分方程组的通解[J].四川中医,2006,24(11):7-9.
作者姓名:赵威  赵致镛
作者单位:1. 广州中医药大学临床药理学研究所,广东,广州,510632
2. 成都中医药大学文献研究所,四川,成都,610075
摘    要:本文根据中医五行理论及临床辨证论治的原则且结合自己从事中医学术的体会,和在读大学时学的理科课程(如数学分析即微积分、常微分方程、普通物理学、热力学等等),巧妙地应用极限和微分的基本原理,开创性地建立了五行理论的数学模型,及其定量的微积分公式,和五行理论的微积分方程,并给出了通解。

关 键 词:五行理论  数学模型  微分方程组  通解
文章编号:1000-3649(2006)11-0007-03
收稿时间:07 26 2006 12:00AM
修稿时间:2006年7月26日

The mathematic model of the theory of Ying Yang and five lements with the general solution of its erivation quation group
Zhao Wei,Zhao Zhiyong.The mathematic model of the theory of Ying Yang and five lements with the general solution of its erivation quation group[J].Journal of Sichuan of Traditional Medicine,2006,24(11):7-9.
Authors:Zhao Wei  Zhao Zhiyong
Institution:Sichuan Chengdu 610075
Abstract:according to the theory of both yin-yang and five elements and the principle of determining treatment based on differentiation,the author applies basic principle of limit and derivation ingeniously,sets up a mathematic model,a quantitative infinitesimal analysis equation for the theory of yin-yang,and a differential equation for the theory of Five Elements initiatively,finally finds the general solution,combining his nearly forty years academic comprehension with science course such as derivation,integration,physics and thermodynamics and so on,which the author learned by himself in college.
Keywords:theory of yin-yang and Five Elements Mathematic Model Derivation Equation Group General Solution  
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