在局部凸线性拓扑空间引入弱一致凸和局部弱一致凸的概念，并给出该空间上的几个弱凸性质。
The paper introduces the concept of weak consistent raised and the partial weak consistent raised in the partial facet topological space, and produces several weak raised nature in the space.
本论文主要在前人的研究基础上，对相对拓扑空间和弱j -空间的性质作了总结和推广，得到了一些新的结论。
Based on the existent knowledge, some properties of the relative topological space and the weak J -space are summarized and generalized in this thesis. And some new results are proved.
本文正是在这样的前提下，对拓扑空间的弱基的“遗传性”和它在投影映射下的性质进行了研究和探索，主要结果如下。
On these premise, we mainly discuss these properties of weak bases and got the following results:(l)weak base is "hereditary" with respect to k-subspace;
本文正是在这样的前提下，对拓扑空间的弱基的“遗传性”和它在投影映射下的性质进行了研究和探索，主要结果如下。
On these premise, we mainly discuss these properties of weak bases and got the following results:(l)weak base is "hereditary" with respect to k-subspace;
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