Acta mathematica scientia,Series A ›› 1999, Vol. 19 ›› Issue (1): 1-9.
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(Institute of Applied Mathematics, Chinese Academy of Science, Beijing 100080)
Online:
Published:
Abstract:
In this case that censoring distribution function is unknown, the estimators of parameters in localscale model are defined. And strong consistency and asymptotic normality of the estimator proposed are proved, respectively. Counting process martingal techniques are used in the proof of the asymptotic normality.
Key words: Strongconsistency, Asymptoticnormality, Localscalemodel, Randomcen sorship.
CLC Number:
Wang Qihua. Strong |Consistent and Asymptotic Normal Estimators in Local-Scale Model Under Radom Censorship[J].Acta mathematica scientia,Series A, 1999, 19(1): 1-9.
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1 陈家鼎.生存分析与可靠性引论.合肥:安徽教育出版社,1993.79-80 2 卢学文.随机右截尾情形下位置刻度模型中参数的估计.应用概率统计,1994,10(3):272-277 3 KoulH,SusarlaV,VanRyzinJ.RegressionAnalysiswithRandomlyRightCensoredData.AnnStatist,1981,9: 1276-1288 4 王启华.随机截断下半参数回归模型中的相合估计.中国科学,A 辑,1995,25(8):819-832 5 ShorackG R,WellnerJA.EmpiricalProcesseswithApplicationstoStatistics.NewYork:JohnWiley&Sons,1986 6 SrinivasanC,Zhou M.LinearRegressionwithCensoring.JMultAnaly,1991,49:179-201 7 WangQihua.SomeLargeSampleResultsforAClassofFunctionalsofKaplanMeierEstimator.Toappearin《Acta MathematicaSinica》
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