李中夫.一类L-Fuzzy拓扑空间——1.L-Fuzzy点的邻近构造[J].数学研究及应用,1982,2(1):37~44
一类L-Fuzzy拓扑空间——1.L-Fuzzy点的邻近构造
A Class of L-Fuzzy Topological Spaces——Ⅰ. Neighborhood Structure of a L-Fuzzy Point
投稿时间:1981-06-10  
DOI:10.3770/j.issn:1000-341X.1982.01.008
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李中夫 四川大学数学系 
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中文摘要:
      
英文摘要:
      Suppose (L0,≤) is a poset (i.e. partially ordered set) with an order reversing involution λ→λ′ and has an all element 1. Let L={b|b is a subset of L0 and satisfies the condition: if λ∈b,μ≤λ then μ∈b} then (L,?,∩,∪) is a complete and distributive lattice. L is called the lattice induced from poset L0. There is a mapping α→a′={λ∈L0|λ′(?)a} of a lattice L onto L. The mapping is clearly order reversing involution.
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