CAJ | 학술논문

角谷猜想，又称冰雹猜想、3n+1猜想。是指对于每一个正整数，如果它是奇数，则对它乘3再加1，如果它是偶数，则对它除以2，如此循环，最终都能够得到1。看似简单的问题，目前为止仍没有得到证明，也没有反例，据日本和美国的数学家攻关研究，在7000亿以内的所有自然数，都符合这个规律。本文将通过筛选法试证角谷猜想。
각곡시상，우칭빙박시상、3n+1시상。시지대우매일개정정수，여과타시기수，칙대타승3재가1，여과타시우수，칙대타제이2，여차순배，최종도능구득도1。간사간단적문제，목전위지잉몰유득도증명，야몰유반례，거일본화미국적수학가공관연구，재7000억이내적소유자연수，도부합저개규률。본문장통과사선법시증각곡시상。
The Angle Valley conjecture, also called hail conjecture, 3n + 1 conjecture. Means for every positive integer, if it is odd, on it by 3 plus 1, if it is an even number, is divided by 2 in it, so, eventually to be able to get 1. Seemingly simple question, so far still have no proof, no counterexample, according to Japanese and American mathematician research studies, all natural Numbers within 700 billion, conform to the law. This article will through the screening method have proved Angle valley.