Table 4 The corresponding point...

Table 4

The corresponding point estimates of θ and the coverage rates when n satisfies the required minimum sample size for f = 0.1, 0.15, 0.2, 0.25, θ = 0, 0.2, 0.5, 0.7, 1 and c = 0.95, 0.9 in the independent case

f	θ	c = 0.95			c = 0.90
f	θ	n	$\hat{θ}$	Coverage rate	n	$\hat{θ}$	Coverage rate
0.1	0	382	0.0001	0.9489	268	0.0001	0.8971
	0.2	386	0.1999	0.9509	271	0.2004	0.8976
	0.5	396	0.5002	0.9499	279	0.5007	0.8988
	0.7	411	0.7007	0.9509	287	0.7012	0.9008
	1	436	1.0007	0.9509	304	1.0012	0.8997
0.15	0	169	−0.0002	0.9489	118	−0.0003	0.8976
	0.2	171	0.2008	0.9499	120	0.2006	0.8998
	0.5	176	0.5007	0.9503	124	0.5009	0.9006
	0.7	183	0.7013	0.9511	127	0.7023	0.9011
	1	194	1.0019	0.9508	135	1.0031	0.8987
0.2	0	94	−0.0004	0.9473	66	0.0005	0.8981
	0.2	96	0.2013	0.948	67	0.1998	0.8978
	0.5	99	0.5009	0.9497	69	0.5045	0.898
	0.7	102	0.7023	0.952	71	0.7029	0.8985
	1	110	1.0025	0.9469	76	1.0051	0.9007
0.25	0	60	0.0002	0.9469	41	−0.0005	0.8913
	0.2	61	0.2009	0.9472	42	0.2026	0.8951
	0.5	63	0.5028	0.9469	44	0.5049	0.898
	0.7	65	0.7046	0.9489	45	0.7058	0.8974
	1	70	1.0054	0.9522	48	1.0085	0.8983

f	θ	c = 0.95			c = 0.90
f	θ	n	$\hat{θ}$	Coverage rate	n	$\hat{θ}$	Coverage rate
0.1	0	382	0.0001	0.9489	268	0.0001	0.8971
	0.2	386	0.1999	0.9509	271	0.2004	0.8976
	0.5	396	0.5002	0.9499	279	0.5007	0.8988
	0.7	411	0.7007	0.9509	287	0.7012	0.9008
	1	436	1.0007	0.9509	304	1.0012	0.8997
0.15	0	169	−0.0002	0.9489	118	−0.0003	0.8976
	0.2	171	0.2008	0.9499	120	0.2006	0.8998
	0.5	176	0.5007	0.9503	124	0.5009	0.9006
	0.7	183	0.7013	0.9511	127	0.7023	0.9011
	1	194	1.0019	0.9508	135	1.0031	0.8987
0.2	0	94	−0.0004	0.9473	66	0.0005	0.8981
	0.2	96	0.2013	0.948	67	0.1998	0.8978
	0.5	99	0.5009	0.9497	69	0.5045	0.898
	0.7	102	0.7023	0.952	71	0.7029	0.8985
	1	110	1.0025	0.9469	76	1.0051	0.9007
0.25	0	60	0.0002	0.9469	41	−0.0005	0.8913
	0.2	61	0.2009	0.9472	42	0.2026	0.8951
	0.5	63	0.5028	0.9469	44	0.5049	0.898
	0.7	65	0.7046	0.9489	45	0.7058	0.8974
	1	70	1.0054	0.9522	48	1.0085	0.8983

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