5篇
您的检索式：作者名="Shisong MAO"
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| 1 | Orthogonal arrays obtained by generalized difference matrices with g levels显示文摘Nowadays orthogonal arrays play important roles in statistics, computer science, coding theory and cryptography. The usual difference matrices are essential for the construction for many mixed orthogonal arrays. But there are also orthogonal arrays which cannot be obtained by the usual difference matrices, such as mixed orthogonal arrays of run size 60. In order to construct these mixed orthogonal arrays, a class of special so-called generalized difference matrices were discovered by Zhang (1989,1990,1993,2006) from the orthogonal decompositions of projection matrices. In this article, an interesting equivalent relationship between orthogonal arrays and the generalized difference matrices is presented and proved. As an application, a lot of new orthogonal arrays of run size 60 have been constructed. | ZHANG YingShan LI WeiGuo MAO ShiSong ZHENG ZhongGuo | 2011 | Science China Mathematics2011，54，1： | 11 |
| 2 | A SIMPLE METHOD FOR CONSTRUCTING ORTHOGONAL ARRAYS BY THE KRONECKER SUM显示文摘在这篇文章,我们建议一条新一般途径到构造不均匀的直角的数组,也就是 Kronecker 和。自从很多 newmixed 水平,直角的数组能被这个方法获得,有趣。 | Yingshan ZHANG Weiguo LI Shisong MAO Zhongguo ZHENG | 2006 | Journal of Systems Science & Complexity2006，19，2： | 8 |
| 3 | BAYESIAN ANALYSIS OF DATA WITH ONLY ONE FAILURE显示文摘BAYESIANANALYSISOFDATAWITHONLYONEFAILURE*MaoShisongandChenJunAbstractThebearingsofacertaintypehavetheirlivesfolowingaWeibuldi... | Mao Shisong and Chen Jun | 1996 | Applied Mathematics(A Journal of Chinese Universities)1996，11，4： | 4 |
| 4 | The hierarchical Bayesian analysis of the zero-failure data显示文摘 | MAO Shisong XIA Jianfeng | 1992 | Applied Mathematical Journal of Chinese University1992，7，3： | 1 |
| 5 | The hierarchical Bayesian analysis of the zero-failure data显示文摘 | Mao Shisong Xia Jianfeng | 1992 | Applied Mathematics1992，，7： | 1 |
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