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Definition 189

[24Z] A set \(A\) is said to be transitive if these equivalent conditions hold:

  • \[ βˆ€ x, x ∈ A β‡’ xβŠ† A\quad , \]

    i.e. every element of \(A\) is also a subset of \(A\);

  • \[ βˆ€ x,y, x ∈y ∧ y∈ A β‡’ x∈ A\quad . \]

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