___

• Bühlmann, H. Experience rating and credibility, Astin Bulletin 4, 199-207, 1967.
• Bühlmann, H., Gisler, A. A Course in Credibility Theory and its Applications, Springer, Netherlands, 2005.
• Dey, D.G., Ghosh, M., Strawderman, W. On estimation with balanced loss functions, Sta- tistics and Probability Letters 45, 97-101, 1999.
• Farsipour, N.S., Asgharzadhe, A. Estimation of a normal mean relative to balanced loss functions, Statistical Papers 45, 279-286, 2004.
• Gómez Déniz. On the use of the weighted balanced loss function to obtain credibility premi- ums, International conference on mathematical and statistical modeling in Honor of Enrique Castillo, June 28-30, 2006.
• Gómez Déniz. A generalization of the credibility theory obtained by using the weighted bal- anced loss function, Insurance: Mathematics and Economics 42, 850-854, 2008.
• Goovaerts, M.J., De Vylder.F. and Haezendonck. J. Insurance Premiums: Theory and Ap- plications. North-Holland. Amsterdam, 1984.
• Goovaerts, M.J. and Hoogstad, W.J. Credibility Theory. In: Surveys of Actuarial Studies, 4, Nationale-Nederlanden N.V., Rotterdam, 1987.
• Gupta, S. and Berger, J. Statistical Decision Theory and Related Topics, Springer, New York, 371-390, 1994.
• Heilmann, W. Decision theoretic foundations of credibility theory, Insurance: Mathematics and Economics 8 (1), 77-95, 1989.
• Herzog, T.N. Introduction to Credibility Theory, 2nd edition, ACTEX Publications, Win- sted, 1996.
• Jafari, M., Marchand, E., Parsian, A. On estimation with weighted balanced-type loss func- tion, Statistics and Probability Letters 76, 773-780, 2006.
• Kaas, R., Dannenburg, D., Goovaerts, M. Exact credibility for weighted observations, Astin Bulletin 27 (2), 287-295, 1996.
• Klugman, S.A., Panjer, H.H., Willmot, G.E. Loss Models: From Data to Decisions, John Wiley and Sons, New York, 2004.
• Maolin Pan, Rongming Wang, Xianyi Wu. On the consistency of credibility premiums re- garding Esscher principle, Insurance: Mathematics and Economics 42, 119-126, 2008.
• Najafabadi, Amir T. Payandeh. A new approach to the credibility formula, Insurance: Math- ematics and Economics 46, 334-338, 2010.
• Norberg, R. Credibility theory. In: Encyclopedia of Actuarial Science, Wiley, Chichester, UK, 2004.
• Rodermund, M. Introduction, Foundations of Casualty Actuarial Science, Chapter 1. New York: Casualty Actuarial Society, 1989.
• Van Heerwaarden. A.E., Kaas, R. and Goovaerts, M.J. Optimal reinsurance in relation to ordering of risks, Insurance: Mathematics and Economics 8. (1), 11-17, 1989.
• Zellner, A. Bayesian and non-Bayesian estimation using balanced loss function, In: Gupta, S.S., Berger, J.O. (Eds.), Statistical Decision Theory and Related Topics. Springer, New York, pp. 371-390, 1994.