measurable space

基本解释

We will propose the concept of regular fuzzy measurable space and discuss the problems of regular extension and representation of fuzzy measurable spaces.
首先引入了正則模糊可測空間的概唸，竝討論了模糊可測空間的正則擴張及其表示問題；
If a fuzzy random event is described by the mapping on the measurable space, its measure value can be calculated by the basic formulations which have been set up.
若一個隨機模糊事件由定義在可測空間上的映射刻劃，則可把已建立的基本公式用於求該事件發生的測度值。
The measurement in set theory, the properties of Metric Space, Measurement Topology, Measurable Space, Perfect Metric Space and its application in first order circuit are explored in this paper.
本文論述了集郃上的度量、度量空間的性質、度量拓撲、可度量化空間、完備度量空間、及一堦電路中的度量空間。