Inferences of the Multicomponent Stress–Strength Reliability for Burr XII Distributions

Multicomponent stress–strength reliability (MSR) is explored for the system with Burr XII distributed components under Type-II censoring. When distributions of strength and stress variables have common or unequal inner shape parameters, existence uniqueness maximum likelihood estimators are investigated established. The associated approximate confidence intervals obtained by using asymptotic normal distribution theory along delta method parametric bootstrap procedure, respectively. Moreover, alternative generalized pivotal quantities-based point interval developed. Additionally, a ratio test presented to diagnose equivalence both parameters not. Conclusively, Monte Carlo simulations real data analysis conducted illustration.