On the Estimation of P(Y1<X<Y2 ) in Cased Inverted Kumaraswamy Distribution.

This paper deals with the estimation of the stress strength reliability for a component which has a strength that is independent on opposite lower and upper bound stresses, when the stresses and strength follow Inverse Kumaraswamy Distribution. D estimation approaches were applied, namely the maximum likelihood, moment, and shrinkage methods. Monte Carlo simulation experiments were performed to compare the estimation methods based on the mean squared error criteria. [ABSTRACT FROM AUTHOR]