- #1
pirce
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Welcome
Using MLE I found that estimator [tex]\alpha[/tex] parametr from Rayleigh distribution is described by formula
[tex]\hat{\alpha}=\sqrt{\frac{\sum_{n}^{i=1}x_i^2}{2n}}[/tex]
but I can't proof that this estimator is consistent estimator.
Would you be mind and help me with my problem.
Using MLE I found that estimator [tex]\alpha[/tex] parametr from Rayleigh distribution is described by formula
[tex]\hat{\alpha}=\sqrt{\frac{\sum_{n}^{i=1}x_i^2}{2n}}[/tex]
but I can't proof that this estimator is consistent estimator.
Would you be mind and help me with my problem.