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中文摘要：
借助有界可测函数关于模糊测度的不对称Choquet积分，得到了模糊测度的空间中的一种新的收敛性：B-收敛．进一步地，得到了在模糊测度的空间中B-收敛与BV-收敛和B^＋-收敛之间的关系：μi→^RVμ=〉μi→^Bμ=〉μi→^B＋μ，以及在什么样的条件下两个逆命题成立．
英文摘要：
From the asymmetric Choquet integral of a bounded measurable function with respect to a fuzzy measure, a new ships, space kind of convergence in the space of fuzzy measures,B - convergence,is obtained. Furthermore, the relationships μi→^RVμ=〉μi→^Bμ=〉μi→^B＋μ among B - convergence, BV- convergence and B＋ - convergence in the of fuzzy measures are derived and it is also shown in what conditions the two contrary propositions are true.
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