HIGHLIGHTS
SUMMARY
If } גsatisfies the axioms: T1 0=, 1=∈ }; ג T2 For any χζ 1, χζ 2 ∈ } ג, the authors have χζ 1 ∩ χζ 2 ∈ }; ג T3 For any χζ i i∈ I ⊆ } ג, the authors have ∪i∈ I χζ i ∈ } ג. To for i∈ I χζ i to be an FF set, the authors must have that α3i∈ I χζ i (ℵ̆) + i n o β3i∈ I χζ i (ℵ̆) ≤ 1. The authors have T ζ i∈ I χ i= χζ i= i∈ I nD nD o n o n oE ℵ̆, ∈ i µη χζ i (ℵ̆), sup νη χζ i (ℵ̆): ℵ̆ ∈=. N n ooE o ℵ̆, sup νη χζ i (ℵ̆), ∈ i µη χζ i (ℵ̆): ℵ̆ ∈= E o ℵ̆, νη χζ i (ℵ̆), µη χζ i (ℵ̆): ℵ̆ ∈=and so n ooE nD n o . . .
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