计算机工程与应用
計算機工程與應用
계산궤공정여응용
Computer Engineering and Applications
2015年
20期
28-30
,共3页
双靖宁%惠小静%贺锦瑞%高姣
雙靖寧%惠小靜%賀錦瑞%高姣
쌍정저%혜소정%하금서%고교
过半可信原则%RG蕴涵算子%FMP模型%新型反向三I支持算法%新型α-反向三I支持算法%新型α-反向三I约束算法
過半可信原則%RG蘊涵算子%FMP模型%新型反嚮三I支持算法%新型α-反嚮三I支持算法%新型α-反嚮三I約束算法
과반가신원칙%RG온함산자%FMP모형%신형반향삼I지지산법%신형α-반향삼I지지산법%신형α-반향삼I약속산법
principle of credit beyond half%RG implication operators%FMP model%new reverse triple I sustaining method%new reverse α-triple I sustaining method%new reverse α-triple I restricted method
针对Fuzzy推理中提出的“过半可信”原则，证明了 RG蕴涵算子满足这一原则，并讨论了 RG蕴涵算子下FMP模型的新型反向三I支持算法，新型α-反向三I支持算法，新型α-反向三I约束算法的计算公式，且给予证明。
針對Fuzzy推理中提齣的“過半可信”原則，證明瞭 RG蘊涵算子滿足這一原則，併討論瞭 RG蘊涵算子下FMP模型的新型反嚮三I支持算法，新型α-反嚮三I支持算法，新型α-反嚮三I約束算法的計算公式，且給予證明。
침대Fuzzy추리중제출적“과반가신”원칙，증명료 RG온함산자만족저일원칙，병토론료 RG온함산자하FMP모형적신형반향삼I지지산법，신형α-반향삼I지지산법，신형α-반향삼I약속산법적계산공식，차급여증명。
Based on the principle of credit beyond half of fuzzy reasoning, it is proved that RG implication operators satisfy the principle of credit beyond half. Three methods are discussed and proved based on a type of implication operators, they are FMP model fuzzy reasoning new reverse triple I sustaining method, new reverse α- triple I sustaining method and new reverse α-triple I restricted method.
