一类赋准范空间的随机对偶及算子空间的完备性

The Random Dual Spaces of a Class of Quasi-normed Spaces and the Completeness of Its Operator Spaces

表示出了一类赋准范空间的随机对偶空间,并证明这类赋准范空间之间,几乎处处有界线性算子所组成空间的完备性。

The random dual spaces of a class of quasi-normed spaces is given. The completeness of the spaces having bounded operators all most everywhere has also been proved.