具体算子代数的内理想刻画及同构定理

The Charatterzations of Inner Ideal in Concrete Operator Algebra and an Isomorphism Theorem Between Them

本文绘出了具有单位元的具体算子代数的内理想的一系列本质刻画和具体算子代数之间的一个同构定理．

In this paper, we gave some charasterizations of inner ideal in a unital concrete operator algebra, and obtained an isomorphism theorem between non-unital concrete operator algebras which have contractive approximate identities.