KonkurStudy
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Knaster-Tarski Least Fixed Point of a Monotone Map

A monotone F:P(A)→P(A)F:P(A)\to P(A) has a least fixed point, equal to ⋂{X:F(X)⊆X}\bigcap\{X : F(X)\subseteq X\} — the intersection of all its pre-fixed points.

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