应用拓扑空间中的广义r -KK M型定理，对拓扑空间中有上下界的平衡问题，证明了解的存在性定理。
In this paper, by using generalized R-KKM type theorems in topological Spaces, some existence theorems of solutions for equilibrium problem with lower and upper bounds are obtained.
把分明拓扑空间中局部紧性的一些好的性质推广到L -拓扑空间中。
The good properties of local compactness on crisp topological spaces is generalized to L-topological spaces.
有反例表明一个紧致拓扑空间不一定是序列紧致的拓扑空间。
There exists a counterexample showing that a compact topological space is not necessarily a sequentially compact space.
由于一般拓扑空间及模糊拓扑空间都是拓扑分子格的特殊情况，所以，这些结果具有比较广泛的适用性。
Since both general topological space and fuzzy topological space are special cases of topological molecule lattice, these results can be widely used.
又类似于从闭包运算出发建立拓扑空间，从而得到了从导集运算出发建立的拓扑空间。
Similar to the building of topological Spaces through the calculation of a closure of set, the topological Spaces can also be built through the derived set calculation.
此后，我们对等变纤维化进行了研究并将拓扑空间范畴中纤维化的一些结果推广到了等变拓扑空间范畴。
Then we discuss the equivariant fibration and several results about the ordinary fibration are generalized to the equivariant category.
此后，我们对等变纤维化进行了研究并将拓扑空间范畴中纤维化的一些结果推广到了等变拓扑空间范畴。
Then we discuss the equivariant fibration and several results about the ordinary fibration are generalized to the equivariant category.
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