3 ms·
FYI: Many variations of Collatz (Mx+N where M and N are different numbers, imaginary numbers, etc.) have been explored. If I remember right many behave triviall
by jones1618 5y ago
FYI: Many variations of Collatz (Mx+N where M and N are different numbers, imaginary numbers, etc.) have been explored. If I remember right many behave trivially/uninterestingly or are equivalent to Collatz only not as simple. So, Collatz is uniquely simple yet complex.