Reliability Analysis of Inverted Exponentiated Rayleigh Distribution under Hybrid Interval Censoring
Based on the hybrid interval censoring test sample data,the reliability analysis problem of inverted exponential Rayleigh distribution is studied.Firstly,the maximum likelihood estimation method is used to give the maximum likelihood estimation of inverted exponential Rayleigh distribution parameters and reliability index under the hybrid interval censoring test.Secondly,it uses asymptotic normal theory to provide Asymptotic Confidence Intervals for parameters and reliability index.Finally,the Monte Carlo method is used to simulate sample calculations to obtain ARE,MSE and AL of parameters and reliability index.The impact of hybrid interval censoring test parameter estimates and timed truncation test parameter estimates on accuracy under different sample sizes is discussed.