Posterior analysis of the compound truncated Weibull under different loss functions for censored data.
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4 INRNAIONA JOURNA OF MAHMAIC AND COMUR IN IMUAION Vou 6 K h osog oso ss R Q R Q R Q w o u h y xssos of hs sos w w us MCMC ous s Moos-Hsgs goh h foowg Mo Co so. IV MON CARO UDY I hs so w oos o fo Mo Co suy ssug h = = = α = =. =.5. h usg N = ss of h gh u o w o h foowg sus. A. hoo so y fous o v o o h xu hoo sos w o us u ous. I hs so w w us h R g BB whh ss vy hgh fos fo o syss. I u w h fuo BB sovs BB fo ou o. hs fuo offs ow-os ho o sov g-s o syss of quos Vh G 9. h sus s foows: 7 α 3 α 5 35 α 7 α 4 α : h M of h s wh qu o s W h h s vus of α os o h u vus of s. Howv h so of Is o os o h u vu. B. Bys so h ys sos o wh fog h MCMC hos. h ss h ys sos h osog oso ss s u h gz qu oss fuo. W h h vu β= gvs us h s oso s h ov h s qu s. Aso w o h ss su oso s wh s hgh. hs s us y h fgu. IN:
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