中华中医药杂志2024,Vol.39Issue(9) :4745-4748.

经方多维思辨治疗恶性肿瘤并发症体会

Experience of multi-dimensional thinking treatment of tumor complications with classical formula

苏怡 张兴涵 刘曦昀 刘方柏 杨国旺
中华中医药杂志2024,Vol.39Issue(9) :4745-4748.

经方多维思辨治疗恶性肿瘤并发症体会

Experience of multi-dimensional thinking treatment of tumor complications with classical formula

苏怡 1张兴涵 1刘曦昀 2刘方柏 3杨国旺4
扫码查看

作者信息

  • 1. 首都医科大学附属北京中医医院,北京 100010;北京中医药大学,北京 100029
  • 2. 乐山职业技术学院,乐山 614000
  • 3. 乐山市中医医院,乐山 614001
  • 4. 首都医科大学附属北京中医医院,北京 100010
  • 折叠

摘要

经方主要指记载在《伤寒杂病论》中的方剂,它不仅是方药,更是发展成为中医药界居于主导地位的医学理论体系.对于恶性肿瘤,经方也有着广泛的适用范围.杨国旺教授承习刘方柏教授,在传统经方辨证基础上守正创新,重视经方潜在的病机并结合现代思维方法,提出经方多维思辨体系治疗恶性肿瘤并发症.文章结合典型案例,介绍经方多维思辨方法的核心构成和具体运用,总结经方多维思辨治疗恶性肿瘤并发症的临床经验,为中医药防治肿瘤类疾病提供新的思路和方法.

Abstract

Classical formula mainly refers to the prescriptions recorded in the Shanghan Zabing Lun,which is not only a prescription,but also has developed into a dominant medical theory system in Chinese medicine.For malignant tumours,classical formula also has a wide range of application.Professor YANG Guowang,under the guidance of professor LIU Fangbai,has proposed a multi-dimensional thinking system for the treatment of tumour complications based on the traditional scriptural formulae,emphasizing the potential pathogenesis of scriptural formula and combining them with modern thinking methods.Combined with typical cases,the article introduces the core components and specific applications of the multi-dimensional thinking method of classical formula,summarises the clinical experience of the multi-dimensional thinking system of classical formula in the treatment of malignant tumour complications,and provides new ideas and methods for the prevention and treatment of oncological diseases by traditional Chinese medicine.

关键词

经方/多维思辨/肿瘤并发症/中西医结合/《伤寒杂病论》

Key words

Classical formula/Multi-dimensional thinking/Tumour complications/Combination of traditional Chinese and Western medicine/Shanghan Zabing Lun

引用本文复制引用

基金项目

国家重点研发计划(2018YFC1705101)

出版年

2024
中华中医药杂志
中华中医药学会

中华中医药杂志

CSTPCD北大核心
影响因子:1.135
ISSN:1673-1727
段落导航相关论文