Zadeh模糊推理算法的直觉化扩展  

Intuitionistic Extension of Zadeh Fuzzy Reasoning Arithmetic

作　　者：王坚[1] 史朝辉[1] 郭新鹏[1] 李伟平[1] WANG Jian SHI Zhao- hui GUO Xin- peng LI Wei- ping(Air Defence and Anti- misille Institute,Air Force Engineering University, Xi＇an 710051, China)

机构地区：[1]空军工程大学防空反导学院,陕西西安710051

出　　处：《航空计算技术》2016年第6期21-23,共3页Aeronautical Computing Technique

基　　金：国家自然科学基金项目资助(61273275;61503407)

摘　　要：对Zadeh模糊推理算法进行了直觉化扩展。将Zadeh定义的模糊关系R_m进行直觉化扩展,推出了其对应的直觉模糊取式推理算法和直觉模糊拒式推理算法。以具体算例叙述了推理计算过程中的细节,验证了方法的正确性和有效性,并依据直觉准则,对其性能进行了评价。Zadeh fuzzy reasoning arithmetic is intuitionist extended in this paper. Firstly, the fuzzy relation （FR） of Rm which is defined by Zadeh is intuitionist extended. Secondly, the intuitionistic fuzzy generalized modus ponens formulas and intuitionistic fuzzy generalized modus tollens formulas of IFR Rm are deduced. Finally, an instance is given to depict the detail of logic reasoning and computing and prove the validity of this method, and the performance of this method is evaluated by intuitionistic rules.

关 键 词：模糊集合 直觉模糊 逻辑推理 

分 类 号：TP182[自动化与计算机技术—控制理论与控制工程]