A fuzzy ordered weighted averaging operator and its application 模糊映射的完全廣義混合型強(qiáng)變分包含
Based on ordered weighted harmonic averaging ( owha ) operator , the concept of uncertain combined weighted harmonic averaging ( ucwha ) operator is proposed in this paper , which is a new kind of aggregating information 本文在有序加權(quán)調(diào)和平均( owha )算子的基礎(chǔ)上,提出了不確定組合加權(quán)調(diào)和平均( ucwha )算子的概念,這是一種新的信息集結(jié)方法。
According to this model , designed the linguistic echelon fuzzy numbers , and introduced the ordered weight averaging ( owa ) operator to the fuzzy aggregate , got the fuzzy owa operator . after the comparison of the fuzzy numbers , set up the risk fuzzy owa measure method of vc 根據(jù)這個(gè)模型,設(shè)計(jì)出評(píng)判語(yǔ)意量化的梯形模糊數(shù),將yager . r提出的順序加權(quán)owa算子引入模糊集合中,提出fuzzyowa算子,并根據(jù)owa算子的順序特征,通過模糊數(shù)排序后,建立風(fēng)險(xiǎn)投資風(fēng)險(xiǎn)的fuzzyowa測(cè)度模型。
Analyze the traditional accurate data calculation shortage , then combine the ahp and owga to establish a new general system model : howga ( hierarchy ordered weighted geometric averaging ) , and apply this system model in knowledge and the knowledge sharing partners multilayer choice for virtual enterprises 在分析傳統(tǒng)精確數(shù)據(jù)計(jì)算不足的基礎(chǔ)上,結(jié)合層次分析法( ahp )和有序加權(quán)幾何平均( owga ) ,提出一種新的通用體系模型:層次有序加權(quán)幾何平均( howga ) ,并把該體系模型應(yīng)用于虛擬企業(yè)知識(shí)和知識(shí)共享伙伴的多層次選擇。