Description: This paper reviews and compares the Canadian and U.S. Social Security systems as to their adequacy, actuarial equity and progressiveness. It concludes that the Canadian system[s] provide larger minimum benefits and, thus, greater adequacy than the U. S. On the other hand, the analysis indicates more emphasis on actuarial equity in the U.S. system [in total] than in Canada. Finally, both systems are shown to be highly progressive in that lower-wage earners get larger benefits per dollar of contribution than do higher wage earners. The paper concludes by noting that while the systems in these two countries have remarkably different actuarial formulae for determining benefits, and remarkably different structures, that the benefits that result from the two systems are surprisingly similar. From Actuarial Research Clearing House 1999, Vol. 1.

Description: The main aim of this paper is to apply some of the techniques of modern time series and econometric analysis to analyse investment data in order to better understand the nature of long run relationships in investment series typically used in stochastic investment models. The paper attempts to identify and address fundamental issues that need to be considered before developing a particular stochastic investment model.

Description: An updated and expanded translation of the 1863 Theory of Life Insurance Premium Reserves by Dr. August Zillmer, Stettin, Prussia. This is a seminal paper for the life insurance reserve method used extensively in Europe.

Description: This paper presents Bayesian models for analysis of claim lag data. The analysis of claim runoff patterns investigate the extraction of information on trend and seasonal patterns in incurred claims. This is investigated on the basis of individual group data, and also relative to a larger aggregation of pooled experience. The models are implemented based on Markov chain Monte Carlo methods. The models are applied to examples using simulated claim lag data. From Actuarial Research Clearing House, 2003, Vol. 1.