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- W1528078009 abstract "We propose a class of weighted estimators of the location parameter of a symmetric stable distribution, where the weights decrease exponentially as a function of the scaled absolute deviation of observations from the sample median. The proposed weighted mean outperforms both the unweighted sample mean and the median for stable symmetric distributions with stability index 1 < 2, and outperforms the optimal trimmed mean for the Cauchy distribution." @default.
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- W1528078009 date "2010-01-01" @default.
- W1528078009 modified "2023-09-24" @default.
- W1528078009 title "Weighted estimation of the location parameter of a symmetric stable distribution : theory and methods" @default.
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