[1] J. P. Arias-Nicolas, J. Martin, F. Ruggeri, and A. Suarez-Llorens, Optimal Actions in Problems with Convex Scale-invariant Squared Error Loss Function, Int. J. Approx. Reason 50 (2009), 303-314.
[2] B. Betro and F. Ruggeri, Conditional Γ-minimax Actions under Convex Losses, Comm. Statist. Theory Methods 21 (1992), 1051-1066.
[3] A. Boratynska and M. Meczarski, Robust Bayesian Estimation in the One-dimensional Normal Model, Comm. Statist. Decisions 12 (1994), 221-230.
[4] A. DasGupta, A. Studden and W.J. Frequentist behavior of robust Bayes esti-mates of normal means, Statist. Decisions
7 (1989), 333-361.
[5] M. Meczarski and R. Zielinski, Stability of the Bayesian Estimator of the Pois-son Mean under the Inexactly Specified Gamma Prior, Statist. probab. Lett. 12 (1991), 329-333.
[6] M. Han, The Structure of Hierarchical Prior Distribution and Its Applications.Chin. Oper. Res. Manag. Sci. 6 (1997), 31-40.
[7] M. Han, E-Bayesian Estimation of Failure Probability and Its Application, Math.Chin,Comput.Model 45(2007),1272-1279.
[8] Z. F. Jaheen and M. M. Okasha, E-Bayesian Estimation for the Burr Type-XII Model Based on Type-II Censoring, Appl. Math. Model. 35 (2011), 4730-4737.
[9] D. Rios Insua, F. Ruggeri and B. Vidakovic, Some Results on Posterior Regret Γ-minimax Estimation, Statistics and Decision. 13 (1995), 315-331.
[10] M. M.Zen and A.DasGupta,Estimating a Binomial Parameter:Is Robust BayesReal Bayes?Statist.Decisions11(1993),37-60.