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This paper focuses on the Bayesian prediction of kth ordered future observations modelled by a two-component mixture of general class of distributions. Samples under consideration are subject to random censoring. A closed form of Bayesian predictive density is obtained under a two-sample scheme. Applications to Weibull and Burr XII components are presented and comparisons with previous results are made. A numerical example is presented for special cases of the exponential and Lomax components to obtain interval prediction of first and last order statistics.

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Ismail, M., Ismail, S., & Moawad, S. S. (2019). Bayesian Prediction of order statistics based on finite mixture of general class of distributions under Random Censoring. Pakistan Journal of Statistics and Operation Research, 15(3), 647-664.