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定时截尾Weibull分布的双参数的矩估计

Moment Estimation of the Two -parameter Weibull Distribution Under Multiply Type-I
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摘要 讨论了在定时截尾情形下,将Weibull分布转化成指数分布数据或均匀分布,利用平均剩余寿命构造样本矩,从而得出参数的矩估计。并通过大量的Monte-Carlo数值模拟试验证实了所给方法的可行性。 When the Weibull distribution is transformed to exponential distribution or uniform distribution under multiply type-I, we can use the mean residual lifetime to construct sample moment. Then the moment estimation of the parameter is obtained. By the Mante-Carlo simulation, we show the feasibility of this method.
作者 田霆 刘次华
出处 《电子产品可靠性与环境试验》 2009年第1期13-15,共3页 Electronic Product Reliability and Environmental Testing
关键词 威布尔分布 矩估计 平均剩余寿命 次序统计量 Weibull distribution moment estimation mean residual lifetime order statistics
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  • 1Lawless, J.F., Statistical Models and Methods for Lifetime Data, John Wiley, 1982.
  • 2Cohen, A.C., Whitten, B.J., Modified maximum likelihood and modified moment estimators for the three-paraxneter Weibull distribution, Commun. Statist. - Theory Meth., 11(1982), 2631-2656.
  • 3Cohen, A.C., Whitten, B.J. and Ding, Y., Modified Moment Estimation for the Three-parameter Weibull Distribution, J. Qual. Tech., 16(1984), 159-167.
  • 4Fei, H.L., Su, D.Q. and Leng, S.M., Statistical Analysis for the Residual Life of Progressive Stress Screening Tests,Icrecm'92, International Academic Publishers.
  • 5Balakrishnan, N. and Cohen, A.C., Order Statistic and Inference, Academic Press Inc., 1991.
  • 6陈迪.截尾样本的三参数Weibull分布参数的近似极大似然估计(AMLE)[J].数理统计与应用概率,1991,:368-381.
  • 7Balakrishnan N,Cohen A C. Order Statistic and Inference[M]. San Diego:Academic Press Inc,1991.1-72.
  • 8Cohen A C,Whitten B J,Ding Y. Modified moment estimation for the three-parameter weibull distribution[J]. J Qual Tech, 1984,16:159.
  • 9Fei H L, Su D Q, Leng S M. Statistical analysis for the residual life of progressive stress screening tests [A].Proceedings of International Conference on Electronic Components and Materials[C]. Beijing :International Academic Publishers, 1992.65- 68.
  • 10张彪.Weibull分布形状参数m的置信下限[J].应用概率统计,1987,(1):22-26.

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