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Approximating Orders in Meet-Continuous Lattices and Regularity Axioms in Many Valued Topology

机译:在许多有价值的拓扑中,满足连续连续格和正则公理的近似阶

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摘要

It is shown that in a meet-continuous lattice L endowed with a multiplicative auxiliary order < the family of all members of L which satisfy the axiom of approximation, i.e. α = V{β ∈ L : β < α}, is closed under finite infs and arbitrary sups. This is a k
机译:结果表明,在赋有乘积辅助阶数<满足近似公理,即α= V {β∈L:β<α}的L的所有成员的族的满足连续格子L中, infs和任意sups。这是一个

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