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We know that Baire theorem is deduced by Character of the totally bounded set in the metric vector spaces this paper extena that to the topological vecter spaces
中文意思:
在线性赋范空间中,由完全有界集的性质导出Baire定理,本文将它们推广到向量拓扑空间去,主要结果是线性拓扑空间中的致密集是全有界集,由此得出具Baire性质的T_线性拓扑空间的维数或是有限或者不可数的。


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