I came across this problem and I was not able to solve it:
Show that every infinite recursive set is the range of a nondecreasing unbounded recursive function of one variable.
Also, what would be the case if the function is bounded?
Thanks :)
2026-03-29 18:33:05.1774809185
Show that every infinite recursive set is the range of a nondecreasing unbounded recursive function of one variable.
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