CAJ | 학술논문

以偏序关系的理论为基础，在完备布尔格下探讨了一类新的偏序关系，即基于算子α的活性序。给出了基于固定算子α的活性序的定义并研究了其相关性质，探讨了算子空间在新的序关系下具有的结构，为算子空间中序关系的研究提供了一个统一的框架。
이편서관계적이론위기출，재완비포이격하탐토료일류신적편서관계，즉기우산자α적활성서。급출료기우고정산자α적활성서적정의병연구료기상관성질，탐토료산자공간재신적서관계하구유적결구，위산자공간중서관계적연구제공료일개통일적광가。
A new partial ordering named activity ordering based on operator αunder the condition of complete Boolean lattice is presented .It is rooted in partial ordering theory .This paper gives the definition of activity ordering based on fixed operator αand develops the related properties , researches the structure of operator space in new partial ordering and provides a unified framework for partial ordering in operator space .