34 Let X₁...., X, be a random sample from the density A f(x; a, B)- 28 exp[-|(x-a)/B]. where-co<a<∞ and ß>0. Compare the asymptotic distributions of the sample mean and the sample median. In particular, compare the asymptotic variances. le from the cumulative distribution function
34 Let X₁,..., X, be a random sample from the density f(x; a, B)= 28 exp [-|(x-a)/B]. where - co <a<∞o and ß> 0. Compare the asymptotic distributions of the sample mean and the sample median. In particular, compare the asymptotic variances.
*35 Let X₁,..., X, be a random sample from the cumulative distribution function F(x) = {1- exp[-x/(1-x)]}(0, 1)(x)+₁.x). What is the limiting distri- bution of (Y)-a)/b., where a, log n/(1+ log n) and b¹ = (log n) (1 + logn)? What is the asymptotic distribution of Y? -
34 Let X₁...., X, be a random sample from the density A f(x; a, B)- 28 exp[-|(x-a)/B]. where-co0. Compare the
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34 Let X₁...., X, be a random sample from the density A f(x; a, B)- 28 exp[-|(x-a)/B]. where-co0. Compare the
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