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Geometry |
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Authors: Chao Chen
This paper studies whether there is a non-trivial cyclic sequence in Koraz's conjecture. Using the proof by contradiction method, it is obtained that for any positive integer odd number x0, when x0 is equal to 1, a trivial cycle will occur, and the cyclic sequence is: 1, 1, 1, · · · , the conclusion that no non-trivial cyclic sequence will occur when x0 is a positive integer odd number greater than 1.
本文研究了考拉兹猜想是否存在非平凡循环序列问题. 利用反证法, 获得了对于任意一个正整数奇数x0, 当x0 等于1 时产生平凡循环, 循环序列为:1, 1, 1, · · · , 当x0 为大于1 的正整数奇数时不产生非平凡循环序列的结论.
Comments: 4 Pages. In Chinese
Download: PDF
[v1] 2024-09-27 03:29:32
Unique-IP document downloads: 312 times
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