基于非可加测度的OWA算子递归集成及其集成器设计

Recursive aggregation of OWA operators based on non-additive measures and its integrator design

借助非可加测度的σ-λ律,在假设权重向量相互联系的基础上(包含了相互独立和可列可加的情形),提出和研究基于σ-λ律非可加测度的OWA(有序加权平均)算子的递归集成原理,讨论其计算方法及相关性质,并对递归集成器进行设计。

Considering of the connection of the weight vector, the recursive aggregation of OWA operators based on a non-additive measure with σ-λ, rules is proposed and investigated by means of the σ-λ rules of a non-additive measure. Especially, it includes the cases that the weight vector is independent of each other and measure is infinitely additive. Finally, the calculus methods and properties are put forward and also an integrator is designed.