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| 应用Borel-Cantelli引理证明概率论中的两个重要结论 | |
| 引用本文： | 钟镇权.应用Borel-Cantelli引理证明概率论中的两个重要结论[J].柳州师专学报,1996,11(4):65-66. |
| 作者姓名： | 钟镇权 |
| 摘 要： | Ｂｏｒｅｌ—Ｃａｎｔｅｌｌｉ引理在概率论中有广泛的应用，本文应用它证明了概率论中的两个重要结论。 |
| 关 键 词： | Borel—Cantelli引理，依概率收敛，契比雪夫不等式，柯尔莫果洛夫不等式，Levy不等式 |
TWO IMPORTANT CONCLUSIONS IN APPLICATION OF THE LEMMA BOREL-CANTELLI TO THE PROBABILITY IDENTIFICATION |
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| ZHONG ZHEN QUAN.TWO IMPORTANT CONCLUSIONS IN APPLICATION OF THE LEMMA BOREL-CANTELLI TO THE PROBABILITY IDENTIFICATION[J].Journal of Liuzhou Teachers College,1996,11(4):65-66. | |
| Authors: | ZHONG ZHEN QUAN |
| Institution: | ZHONG ZHEN QUAN |
| Abstract: | Borel-Cantelli's Lemma has an extensive application in probability. This paper proved two important conclusions in probability through utilizing Borel-Cantelli's Lemma. |
| Keywords: | Borel-Cantelli's Lemma convergence in probability Cebysev's ineguality Kolmogorov's ineguality Levy's ineguality |
| 本文献已被 CNKI 维普 等数据库收录！ | |