【摘要】 讨论德摩根代数上的拟一致结构与度量之间的联系 ,给出德摩根一致代数可伪度量化的一个充分必要条件 ,所有结论均包含经典拓扑和模糊拓扑中的相应结果作为特例更多还原

【Abstract】 In this paper we study the connections between quasi-uniformities and metrics in de morgan algebra. We give a sufficient and necessary condition for a demorgan algebra of Uniformity to be (pseudo-metrizable.) All conclusions include the related results of the classical topological space and the (fuzzy) topological space as special cases.更多还原