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非对称损失下的点预测问题

Point prediction problem under asymmetric loss function
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摘要 从统计判决理论角度考虑了非对称Linex损失下的点预测问题。定义了Linex无偏预测量并讨论了与之相关的一些结论。利用十分统计量给出了最优Linex无偏预测量。 A point prediction problem under asymmetric Linex loss function is considered from the point of slatistical decision theory. A definition of Linex unbiased predictor is given and some results about it are discussed. Using adequate statistics we obtain the best Linex unbiased predictor.
作者 肖玉山
出处 《长春大学学报》 2002年第4期11-12,15,共3页 Journal of Changchun University
关键词 非对称损失 点预测 Linex无偏预测量 十分统计量 统计判决理论 LINEX损失函数 asymmetric loss function point prediction Linex unbiased predictor adequate statistic
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参考文献8

  • 1Zellner,A.Bayesian estimation and prediction using asymmetric loss function[].Journal of the American Statistical Association.1986
  • 2Varian,H. R.A Bayesian approach to real estate asses-ment[].Studies in Bayesian Econometrics and Statistics in honor of Leonard J Savage.1975
  • 3Skibinsky,M.Adequate subfields and sufficiency[].Annals of Mathematical Statistics.1967
  • 4Shafie,K. and Noorbaloochi,S.Asymmetric unbiased estimation in location families[].Statistics and Decisions.1995
  • 5Klebanov,L. B.Unbiased estimates and sufficient statistic[].Theory of Probability and Its Applications.1974
  • 6Klebanov,L. B.A general definition of unbiasedness[].Theory of Probability and Its Applications.1976
  • 7Lehmann,E. L.A general concept of unbiasedness[].Annals of Mathematical Statistics.1951
  • 8Sugiura,M,Morimoto,H.Factorization theorem for adequate σ-field[].sugaku.1969

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