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MAXIMIN EFFICIENCY ROBUST TEST FOR MULTIPLE NUISANCE PARAMETERS AND ITS STATISTICAL PROPERTIES

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【作者】 杨青朱家砚李正帮

【Author】 Qing YANG;Jiayan ZHU;Zhengbang LI;School of Water Resources and Hydropower Engineering,Wuhan University;School of Mathematics and Statistics,South-Central University for Nationalities;School of Mathematics and Statistics,Central China Normal University;School of Information and Communication,Wuhan College;School of Mathematics and Statistics & Hubei Key Laboratory of Mathematical Sciences,Central China Normal University;

【机构】 School of Water Resources and Hydropower Engineering,Wuhan UniversitySchool of Mathematics and Statistics,South-Central University for NationalitiesSchool of Mathematics and Statistics,Central China Normal UniversitySchool of Information and Communication,Wuhan CollegeSchool of Mathematics and Statistics & Hubei Key Laboratory of Mathematical Sciences,Central China Normal University

【摘要】 We propose the maximin efficiency robust test(MERT) for multiple nuisance parameters based on theories about the maximin efficiency robust test for only one nuisance parameter and investigate some theoretical properties about this robust test.We explore some theoretical properties about the power of the MERT for multiple nuisance parameters in a specified scenario intuitively further more.We also propose a meaningful example from statistical genetic field to which the MERT for multiple nuisance parameters can be well applied.Extensive simulation studies are conducted to testify the robustness of the MERT for multiple nuisance parameters.

【Abstract】 We propose the maximin efficiency robust test(MERT) for multiple nuisance parameters based on theories about the maximin efficiency robust test for only one nuisance parameter and investigate some theoretical properties about this robust test.We explore some theoretical properties about the power of the MERT for multiple nuisance parameters in a specified scenario intuitively further more.We also propose a meaningful example from statistical genetic field to which the MERT for multiple nuisance parameters can be well applied.Extensive simulation studies are conducted to testify the robustness of the MERT for multiple nuisance parameters.

【基金】 supported by the Natural Science Foundation of China(11401240,11471135);the self-determined research funds of CCNU from the colleges’basic research of MOE(CCNU15A05038,CCNU15ZD011)
  • 【文献出处】 Acta Mathematica Scientia(English Series) ,数学物理学报(英文版) , 编辑部邮箱 ,2017年01期
  • 【分类号】O212.7
  • 【被引频次】1
  • 【下载频次】23
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