证明角谷猜想是正确的

Proof of Collatz Conjecture

摘要: 假设角谷猜想不正确，那么可将自然数分为两种数的集合，满足角谷猜想的自然数集记为集合B，不满足角谷猜想的自然数集记为集合H，通过对H中的数进行角谷运算，证明了角谷猜想是正确的。

Abstract: Assume that Collatz conjecture is incorrect, and represent the set of natural numbers as N, then the N set can be divided into B set and H set. Set B satisfies the Collatz conjecture; set H does not satisfy the Collatz conjecture. After performing the Collatz operation on the number in the H, it proves that the Collatz conjecture is correct.