Bayesian Estimation of the Scale Parameter of Inverse Weibull Distribution under the Asymmetric Loss Functions

Table 2

Mean (MSEs) of the different estimators for  𝛼.

𝑟	𝛽=2		𝛽=2.5		𝛽=3		𝛽=4
	𝛼𝑠	𝛼𝑝	𝛼𝑠	𝛼𝑝	𝛼𝑠	𝛼𝑝	𝛼𝑠	𝛼𝑝
10	0.4987; (0.0910)	0.5723; (0.1002)	0.5036; (0.0878)	0.5841; (0.0944)	0.4991; (0.0845)	0.5769; (0.0889)	0.4981; (0.0847)	0.5738; (0.0904)
20	0.4961; (0.0863)	0.5746; (0.0932)	0.4946; (0.8610)	0.5751; (0.0925)	0.5047; (0.0843)	0.5745; (0.0891)	0.4995; (0.0838)	0.5781; (0.0897)
30	0.4966; (0.0853)	0.5768; (0.0908)	0.4983; (0.8481)	0.5772; (0.0910)	0.5006; (0.0839)	0.5819; (0.0879)	0.4989; (0.0833)	0.5766; (0.0890)
50	0.5012; (0.0828)	0.5787; (0.0900)	0.4885; (0.0835)	0.5675; (0.0897)	0.4966; (0.0835)	0.5801; (0.0874)	0.5008; (0.0831)	0.5792; (0.0884)
80	0.5046; (0.0826)	0.5741; (0.0880)	0.5048; (0.0821)	0.5805; (0.0878)	0.4982; (0.0827)	0.5738; (0.0869)	0.5006; (0.0827)	0.5786; (0.0883)