Ackermannfunktion - Die Ackermannfunktion ist eine 1926 von Wilhelm Ackermann gefundene, extrem schnell wachsende mathematische Funktion, mit deren Hilfe in der theoretischen Informatik Grenzen von Computer- und Berechnungsmodellen aufgezeigt werden konnen. 1926 vermutete David Hilbert, dass jede berechenbare Funktion primitiv-rekursiv sei. Ebenfalls 1926 konstruierte Ackermann eine Funktion, die diese Vermutung widerlegt, und veroffentlichte sie 1928. Ihm zu Ehren wird diese Funktion heute Ackermannfunktion genannt. Sie kann von einem Computer in endlicher Zeit ausgewertet werden, ist aber nicht primitiv-rekursiv.
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