- #1
Chris Miller
- 371
- 35
- TL;DR Summary
- A simple Collatz variation that seems to work
For any positive integer x, if x is even x=x/4 else x=x*15+1 and repeat until x<=1. Integer division, of course. So really x=floor(x/4) or, better, x=x>>2. The sequences tend to be much longer than for the Collatz where you multiply by 3 and divide by 2. But can anyone find an integer that does not return to 1 (or 0) for this variation? Are there any other divisors and multipliers that appear to also work?
Last edited: