| A Cramér-von Mises Test of Some Spherically Symmetric Distribution for High Dimension and Large Sample Size |
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| 引用本文： | 成平,陈歌迈. A Cramér-von Mises Test of Some Spherically Symmetric Distribution for High Dimension and Large Sample Size[J]. 东北数学, 1999, 0(3) |
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| 作者姓名： | 成平 陈歌迈 |
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| 作者单位： | Cheng Ping(Institute of Systems Science,Academia Sinica,Beijing,100080)Chen Gemai(Departmen of Mathematics,University of Regina,Canada) |
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| 摘 要： | 51.Intr0ductionLet{X,}and{Y,}betwolndependentsequencesofi-i-d.p-dimensionalrandomvectorswithdistributionF(x).FortestingpopulationdistributionF(x)definethespecialCramer-vonMisesstatisticandfortestinghypothesisthattwosamp1escomefromthesamepopulationdistributi0nF(x),definethestatisticF'(x)isthedistributionFondirectiona(llall=1),p(a)istheunif0rmdistributionontheunitsphereSp-1'Hube,[1j(1973)isthefirstpersonwhoc0nsiderlimitpropertiesofsomestatisticsinlinearmodellnthecase0fthatthenumberofunkn0wnp…
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| 关 键 词： | Project Pursuit Cramér-von Mises-Smirnov Statistic Limit Distribution |
A Cramer-von Mises Test of Some Spherically Symmetric Distribution for High Dimension and Large Sample Size |
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| Cheng Ping. A Cramer-von Mises Test of Some Spherically Symmetric Distribution for High Dimension and Large Sample Size[J]. Northeastern Mathematical Journal, 1999, 0(3) |
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| Authors: | Cheng Ping |
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