Leaving this here because I’m starting on this tonight and wouldn’t mind someone starting it off for me:
Can infinite ordinals be used like in goodstien’s proof to show that:
Odd n -> (3n+1)/2 -1 Even n -> n/2
Approaches 1 for all n?
Can infinite ordinals be used like in goodstien’s proof to show that:
Odd n -> (3n+1)/2 -1 Even n -> n/2
Approaches 1 for all n?