Some parametric type non-empty intersection theorems are proved in generalized interval space.
首先在广义区间拓扑空间中证明了几个参数型非空交定理。
As application of generalized L-KKM type theorems, a nonempty intersection theorem is proved.
作为广义l - KK M型定理应用，证明了非空交定理。
A general topologically finite intersection property is obtained. As application, we utilize this result to obtain some minimax theorems.
本文得到一个一般的拓扑型有限交性质，并将所得结果应用于研究拓扑型极大极小定理。
A general topologically finite intersection property is obtained. As application, we utilize this result to obtain some minimax theorems.
本文得到一个一般的拓扑型有限交性质，并将所得结果应用于研究拓扑型极大极小定理。
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