Comparison of classical and Bayesian estimations for shape parameter in kumaraswamy distribution

Abstract EN

The study we estimated the shape parameter(θ) of kumaraswamy distribution depending on classical method which is presented by maximum likelihood and Bayesian methods under symmetric and asymmetric loss function (Squared error, Absolute error and Linex error) when the other shape parameter( λ=2) known.

Mean Squared Error (MSE) of estimators are calculated and compared for small(n=10,20), medium(n=50) and large(n=100) samples using