- If the current term n is even, then the next term is n/2. - If the current term n is odd, then the next term is 3n + 1. The conjecture claims that this sequence will always reach 1 for any starting ...

「コラッツの問題」とは、次のようなものです。 任意の正の整数 n に対して、以下で定められる操作について考える。 ・n が偶数の場合、n を 2 で割る ・n が奇数の場合、n に 3 をかけて 1 を足す このとき、「どんな初期値から始めても、有限回の操作の ...

If n term is even, the next term is: n / 2 . If n is odd, the next term is: 3 * n + 1. The conjecture states the sequence will always reach 1 for any starting value n.

The Collatz conjecture is a mathematical problem that predicts that any positive integer will eventually converged to 1, if odd numbers is multiplied by 3 and added 1, else even numbers divided by 2.