| 在n~2与(n+1)~2之间至少有一个素数 |
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| 引用本文： | 倪家泰.在n~2与(n+1)~2之间至少有一个素数[J].楚雄师范学院学报,2012,27(3):25-27. |
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| 作者姓名： | 倪家泰 |
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| 作者单位： | 攀枝花市第十五中学,四川攀枝花,617063 |
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| 摘 要： | 此问题是我国著名数学家华罗庚先生在《数论导引》素数排列章节中提出的最后问题。本文根据孙子定理,成功的解决了这一问题。
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| 关 键 词： | 素数 奇数 同余式 孙子定理 最大解差 |
At least one prime number between n~2 and（n＋1）~2 |
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| NI Jia-tai.At least one prime number between n~2 and（n＋1）~2[J].journal of chuxiong normal university,2012,27(3):25-27. |
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| Authors: | NI Jia-tai |
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| Institution: | NI Jia-tai (The Fifteenth Middle School of Panzhihua,Panzhihua 617063,China) |
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| Abstract: | The question is raised by China’s famous mathematician Hua luo-geng in the last chapter of the book "An introduction to the theory of numbers".This paper solved the question according to Chinese Remainder Theorem. |
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| Keywords: | Prime number odd number congruent Chinese Remainder Theorem the maximal difference of solution |
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