期刊文献+

基于六元联系数方程的六经辨治皮肤病模型 被引量:1

Treatment of Skin Diseases by Six Meridians Based on Six Element Connection Number Equation
下载PDF
导出
摘要 目的通过构建六经辨治皮肤病的数学模型,探求李斌教授六经辨证论治皮肤病的一般规律。方法先把集对分析中的六元联系数对应于太阳经、阳明经、少阳经、太阴经、少阴经和厥阴经,根据"阴平阳秘"思想假定六元联系数中的6个联系分量a、b、c、d、e、f在正常情况时各取值1/6。患病时这些联系分量中的某些联系分量大于或小于1/6,即阴阳失衡;再根据"实则泻之,虚则补之""乱则调之"治则,按经随证加减用药,以期各联系分量回归到1/6,据此建立基于六经辨证的一次线性方程。结果建立的基于六元联系数的一次线性方程较为客观地表示出李斌教授运用六经辨证治疗某皮肤病的过程。结论可以在中医临床治疗过程中运用基于六元联系数的辨证论治数学模型,解析该模型的过程对应着临床治疗过程。 Objective By constructing the mathematical model of six meridians differentiation and treatment of skin diseases,the general law of Professor LI Bin’s differentiation and treatment of skin diseases was explored.Methods First,the six meridians connection number in set pair analysis was corresponded to the Taiyang meridian,Yangming meridian,Shaoyang meridian,Taiyin meridian,Shaoyin meridian and Jueyin meridian.According to the idea of"Yin Ping Yang Mi",the six connection components a,b,c,d,e and f of the six meridians connection number were assumed to be 1/6 in normal condition.Some of the components of these association components will be greater than or less than 1/6 when they are sick,that is,imbalance between Yin and Yang.Then,according to the principle of"excess is purging,deficiency is reinforcing"and"disorder is regulating",medication is added or subtracted according to the meridian syndrome,so as to return the related components to 1/6,and a linear equation based on the differentiation of the six meridians is established.Results The linear equation based on the six meridians connection number objectively showed the process of Professor LI Bin using the six meridians syndrome differentiation to treat a certain skin disease.Conclusion The mathematical model of syndrome differentiation and treatment based on six meridians connection number can be used in the clinical treatment of TCM,and the process of analyzing the model corresponds to the clinical treatment process.
作者 华亮 蒯仂 李苏 孙晓颖 周亚琼 周蜜 赵克勤 王一飞 李欣 李斌 HUA Liang;KUAI Le;LI Su;SUN Xiaoying;ZHU Yaqiong;ZHU Mi;ZHAO Keqin;WANG Yifei;LI Xin;LI Bin(Dermatology Department of Yueyang Hospital of Integrative Chinese and Western Medicine,Shanghai University of Traditional Chinese Medicine,Shanghai 200437,China;Dermatology of Shanghai Traditional Chinese Medicine Research Institute,Shanghai 201203,China;Zhuji Research Institute of Connection Mathematics,Zhuji 311811,Zhejiang,China;Dennatology Department of Shaanxi Hospital of Traditional Chinese Medicine,Xi'an 710003,Shaanxi,China;Shanghai Hospital of Dermatology,Shanghai 200443,China)
出处 《辽宁中医杂志》 CAS 2020年第12期12-15,共4页 Liaoning Journal of Traditional Chinese Medicine
基金 国家重点研发计划“中医药现代化研究”重点专项课题(2018YFC1705301) 国家自然科学基金(81904214,81973860,81874470,81603627) 中华中医药学会2017-2019年度青年人才托举工程项目(QNRC2-B05) 陕西省百人计划(SXBR9053) 上海领先人才计划(039) 上海市进一步加快中医药事业发展三年行动计划(2018-2020年)[ZY(2018-2020)-FWTX-1008,ZY(2018-2020)-CCCX-2004-08,ZY(2018-2020)-FWTX-4010] 上海科学技术委员会项目(18401932300) 上海人才发展基金(2017047) 上海中医药大学第十批大学生科创项目(JX61.08.97,JX61.08.98) 上海中医药大学预算内项目(2020LK060) 上海市青年科技英才扬帆计划(20YF1450500) 上海中医药大学附属岳阳中西医结合医院院级课题(2019YYQ32)。
关键词 六经辨证 集对分析 六元联系数方程 李斌 syndrome-differentiation of six meridians set pair analysis six-element association number equation LI Bin
  • 相关文献

参考文献15

二级参考文献143

共引文献360

同被引文献100

引证文献1

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部