CAJ | 학술논문

针对模糊推理的FMT（fuzzy modus tollens）问题，作为三I*算法的推广与改进形式，研究了FMT-泛三I*算法。首先，分析了FMT-泛三I*算法的属性，提出了该算法的基本原则，改进了之前三I*算法的原则。其次，面向R-蕴涵算子，建立了FMT-泛三I*算法的统一形式的解，同时针对几类经典的R-蕴涵算子，分别获得了具体情形下的优化解。最后，证明了FMT-泛三I*算法的置换还原性，获得了良好效果。
침대모호추리적FMT（fuzzy modus tollens）문제，작위삼I*산법적추엄여개진형식，연구료FMT-범삼I*산법。수선，분석료FMT-범삼I*산법적속성，제출료해산법적기본원칙，개진료지전삼I*산법적원칙。기차，면향R-온함산자，건립료FMT-범삼I*산법적통일형식적해，동시침대궤류경전적R-온함산자，분별획득료구체정형하적우화해。최후，증명료FMT-범삼I*산법적치환환원성，획득료량호효과。
Focusing on the FMT(fuzzy modus tollens)problem of fuzzy reasoning,as a generalization and improvement of triple I* method,the FMT-universal triple I* method is put forward and thoroughly investigated.First of all,the attributes of the FMT-universal triple I* method are analyzed,and its basic principle is proposed,which improves the one of triple I* method.Furthermore,the unified form of FMT-universal triple I* method is established,meanwhile some optimal solutions are obtained for several classical R-implication operators.Finally,the contrapositive reversibility property of FMT-universal triple I* method is proved with excellent results.