bounded completeness

基本解釋

This paper is to study bounded linear 2-operators on linear 2-normed spaces and the completeness of bounded linear 2-operator spaces.
本文討論了2-範(fàn)空間到2-範(fàn)空間的有界線(xiàn)性2-算子，得到，有界線(xiàn)性2-算子空間的完備。
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.
表示出了一類(lèi)賦準(zhǔn)範(fàn)空間的隨機(jī)對(duì)偶空間，竝証明這類(lèi)賦準(zhǔn)範(fàn)空間之間，幾乎処処有界線(xiàn)性算子所組成空間的完備性。