完备随机内积模上稠定模同态的共轭算子

Adjoint Operators of Densely Defined Module Homomorphisms on Complete Random Inner Product Modules

对定义在完备随机内积模的稠子模上的模同态引入了共轭算子的概念并讨论其基本性质,尤其证明了共轭算子的闭性.

The notion of the adjoint operator of a module homomorphism defined on a densely submodule of a complete random inner product module is introduced and discussed, in particular the closedness of adjoint operators is proved.