| 关于Smarandache LCM比推数列的归约公式 |
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| 引用本文： | 李有成. 关于Smarandache LCM比推数列的归约公式[J]. 江西科学, 2008, 26(6): 851-853 |
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| 作者姓名： | 李有成 |
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| 作者单位： | 渭南职业技术学院,陕西,渭南,714000 |
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| 基金项目： | 国家自然科学基金项目 |
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| 摘 要： | 研究Smarandache问题中LCM（最小公倍数）比推数列的归约公式，采用分类讨论的方法得出了Smaran．dache问题中LCM比推数列SLRS（5）的精确归约公式，本文解决了文献[1]中的部分问题，对于Smarandache问题中的数列有推动作用。
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| 关 键 词： | Smarandache LCM比推数列 归约公式 最小公倍数 |
Reduction Formulas for Smarandache Lcmratio Sequences |
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| LI You-cheng. Reduction Formulas for Smarandache Lcmratio Sequences[J]. Jiangxi Science, 2008, 26(6): 851-853 |
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| Authors: | LI You-cheng |
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| Affiliation: | LI You-cheng ( Weinan Vocational Technical College, Shaanxi Weinan 714000 PRC) |
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| Abstract: | This article mainly studies in the Smarandache question LCM(least common multiple) ratio sequence of reduction formula,utilizing the surplus kind of nature in the primary theory of numbers in this foundation,and using the classified discussion the method to obtain in the Smarandache question LCM ratio sequence SLRS(5) to be precise reduction formula,this article has solved the partial questions of the article[1],had the impetus function regarding the Smarandache question in sequence. |
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| Keywords: | Smarandache LCM ratio sequences Reduction formula Least common multiple |
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