Table 10. AL and CP of $95\mathrm{\%}$ Asymptotic CI and $95\mathrm{\%}$ Symmetric CRI for different values of n with $\alpha =2,{\lambda }_1=1,{\lambda }_2=1,{\lambda }_3=1$.

		$95\mathrm{\%}$ Asymptotic CI		$95\mathrm{\%}$ Symmetric CRI (IP)		$95\mathrm{\%}$ Symmetric CRI (NIP)
n	Parameter	AL	CP	AL	CP	AL	CP
n=20	α	1.246	96.3%	0.976	92.1%	0.981	89.9%
	${\lambda }_1$	3.098	98.3%	1.269	95.8%	1.275	93.8%
	${\lambda }_2$	3.106	97.8%	1.251	94.9%	1.303	94.1%
	${\lambda }_3$	3.514	99.9%	1.371	99.1%	1.438	98.8%
n=30	α	0.998	96.4%	0.784	91.7%	0.785	90.4%
	${\lambda }_1$	2.648	98.2%	1.028	95.0 %	1.027	92.0%
	${\lambda }_2$	2.645	98.1%	1.019	94.0%	1.037	94.1%
	${\lambda }_3$	3.069	98.6%	1.129	97.7%	1.169	98.0%
n=40	α	0.841	96.3%	0.671	91.9%	0.669	90.3%
	${\lambda }_1$	2.349	98.6%	0.898	94.5%	0.881	91.3%
	${\lambda }_2$	2.357	98.8%	0.886	94.3%	0.903	92.1%
	${\lambda }_3$	2.681	99.2%	0.999	97.8%	1.009	96.2%
n=80	α	0.588	94.7%	0.467	90.7%	0.465	91.9%
	${\lambda }_1$	1.789	98.4%	0.622	89.4%	0.618	88.2%
	${\lambda }_2$	1.794	98.6%	0.614	89.4%	0.623	88.4%
	${\lambda }_3$	2.144	99.9%	0.703	92.3%	0.713	91.7%