9. Subset collections II
9.1 PIP, monotone and isotone collections
Definition (Pairwise Intersection Property (PIP) (Thampuran, 1965)). Let E be a non-empty set. A collection of subsets of E, denoted , satisfies the pairwise intersection property (PIP) if the intersection of any pair of members of is non-empty (p. 59 of , p. 389...
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Subset collections II
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