文献类型：期刊文献

中文题名：模糊数学模型在颈椎病诊断中的应用研究

英文题名：Fuzzy Mathematical Model for Cervical Spondylosis

作者：高国栋[1];张晓刚[1];宋敏[1];杨国栋[1];蒋宜伟[1];徐斌[1]

第一作者：高国栋

机构：[1]甘肃中医学院附属医院骨一科

第一机构：甘肃中医药大学第二附属医院

年份：2010

卷号：23

期号：2

起止页码：127

中文期刊名：数理医药学杂志

外文期刊名：Journal of Mathematical Medicine

语种：中文

中文关键词：颈椎病;模糊数学;模糊推理;模型

外文关键词：cervical spondylosis; fuzzy mathematics; fuzzy logic; model

摘要：目的:探讨模糊数学模型在颈椎病类型诊断中的应用。方法:将诊断颈椎病的相关因素归纳为6个因素5个水平,对某院近5年的318例临床病例进行模糊统计,采用L.A.Zadeh所提出的模糊蕴含最小运算(Mamdani)进行基于模糊规则库的模糊推理并利用专用数学分析软件MATLAB对该方法进行仿真实验。结果:研究所提出的分析方法是基于多位中医专家的辨证水平从而在诊断上避免了单一医生的主观因素而更趋客观。结论:将模糊数学方法运用于颈椎病的诊断,为模糊数学在骨科疾病诊疗中的应用提供了算法支持,也为下一步的研究工作提供了理论依据。
Objective： To study a new differentiated diagnosis method of Cervical spondylosis with fuzzy mathematics. Methods： all the factors related to Cervical spondylosis can be grouped into 6 kinds of factors（5 levels）, and all the possibilities of the Cervical spondylosis can be divided into five classes. A fuzzy logic study was performed on 318 patients who had undergone Cervical spondylosis with our hospital from August 2003 to August 2008, and the algorithm module is applied successfully by MATLAB. Results： the new-type method base on lots of specialists, which is established in this paper can avoid empiricism of individual surgeon. Conclusion： In the process of this paper, surgeon＇s way of thinking, judgment, overall estimate capability were identified, so this paper provide a algorithm module, which can overcome the disadvantages in conventional analysis and has high robustness.