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A new approach of semiregular compactness in L-topological spaces

机译:L-拓扑空间中半规则紧致的新方法

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摘要

A new notion of semiregular compactness in L-topological spaces is introduced by means of semiregular open L-sets and their inequality where L is a complete DeMorgan algebra. This new definition doesn't rely on the structure of basic lattice L. When L is completely distributive DeMorgan algebra, its many characterizations are presented.
机译:通过半正则开放L集及其不等式,引入了L拓扑空间中半正则紧实的新概念,其中L是完整的DeMorgan代数。这个新定义不依赖于基本格L的结构。当L是完全分布式的DeMorgan代数时,将给出其许多特征。

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