Bayesian Prediction Intervals Based on Type-I Hybrid Censored Data from the Lomax Distribution under Step-Stress Model

Table 1

95% Bayesian predictive intervals of future order statistics when , , , , , , and (one-sample scheme).

n	r			L	U	Length
20	15	(0.3, 0.8)		0.394992	0.669922	0.274931
				0.394926	0.61621	0.221284
				0.394931	0.650672	0.255741
		(0.5, 1.6)		0.524027	0.681595	0.157568
				0.524205	0.713818	0.189612
				0.524462	0.757883	0.233422
40	30	(0.3, 0.8)		0.37462	0.545655	0.171035
				0.374593	0.534925	0.160332
				0.37457	0.527326	0.152756
		(0.5, 1.6)		0.502775	0.634217	0.131442
				0.502839	0.643297	0.140458
				0.502912	0.653577	0.150665
60	45	(0.3, 0.8)		0.371894	0.437151	0.0652573
				0.371905	0.438426	0.0665217
				0.371916	0.439731	0.0678151
		(0.5, 1.6)		0.43803	0.453787	0.0157567
				0.438037	0.454864	0.0168265
				0.438046	0.456098	0.018052
80	60	(0.3, 0.8)		0.385421	0.429208	0.0437874
				0.385427	0.430039	0.0446117
				0.385434	0.430895	0.0454615
		(0.5, 1.6)		0.440823	0.479438	0.038615
				0.440833	0.481241	0.0404073
				0.440845	0.483209	0.0423641