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Bestäm $f(xh)f(x)$ om $ f(x)=x^2 $ Lösning Vi bestämmer först $f\left(xh\right)$ ƒ ( x h ) genoma tt sätt in $xh$ x h i $f\left(x\right)$ ƒ ( x ) och får att. \Õ \Í\Ð ã\¿\®\ "Ç s s \Ñ\Ã\µ !. Prinzip Zu einer rekursiven Funktion → wird eine Abstiegsfunktion → definiert, deren Wert mit jedem Aufruf von abnimmt Dafür wird der Einfachheit halber = gewählt Eine solche Abstiegsfunktion kann beispielsweise so gewählt werden, dass sie die Anzahl der verbleibenden Rekursionsschritte angibt, bis die Rekursion terminiert.

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