https://arxiv.org/abs/2212.00073
$3n+3^k$: New Perspective on Collatz Conjecture
Collatz conjecture is generalized to $3n+3^k$ ($k\in N$). Operating as usual, every sequence seems to reach $3^k$ and end up in the loop $3^k, 4.3^k, 2.3^k,3^k$. The usual $3n+1$ conjecture is recovered for $k=0$. For $k>0$, we noticed the existence of a s
arxiv.org
| credited to | 공로가 인정되다? |
| conundrum | 수수께끼 |
| therein | 그 안에 |
| brought forward | (일정, 시간 등을) 앞 당기다. (여기서는 거슬러 올라가다) |
| be hold | 성립되다 |
| consecutive | 연이은 |