Fixed-point lemma for normal functions: Difference between revisions

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== Example application ==
The function ''f'' : Ord → Ord, ''f''(''α'') = ω<sub>''α''</sub> is normal (see [[initial ordinal]]). Thus, there exists an ordinal ''θ'' such that ''θ'' = ω<sub>''θ''</sub>. In fact, the lemma shows that there is a closed, unbounded class of such ''θ''.
 
==References==