Description: List of Tables. From Economic Security for an Aging Canadian Population, M-RS99-2.

Description: This article reviews the results from the Curriculum Survey and how it can be proven influential in reinstating some of the more traditional actuarial skills in colleges and universities. Article from CompAct, May, 2004, Issue No. 7.

Description: Three appendices: Selected Readings, Summary of Data Preparation and Data Issues, and Detailed Results on Predictive Accuracy. From A Comparative Analysis of Methods of Health Risk Assessment, M-HB96-1.

Description: In this note, we rearrange the statement and the proof of a theorem in Greville. The presentation appears to be more compact the materials, however, are not new.].

Description: List of Tables. From A Study of Public Employees Retirement Systems, M-RS96-1.

Description: The theory underlying the Moving Weighted Average graduation method is restated in the language of linear algebra which provides for an enrichment of the family of formulas. A comparison of the results of applying six members of the family to 100 simulated data sets is provided.

Description: Essay stating accessibility, affordability and efficiency are the key to success in the future of healthcare.

Description: In Volume LXXV of the Proceedings there appeared a paper entitled Risk Loads for Insurers by Feldblum. Confidence intervals for the betas in TABLE 4 [Profit Margins and Their Standard Deviations by Line of Business] of this paper can be generated using the assumption of underlying normal distributions. However, bootstrapping operational or not for interval estimates does not require the normality assumption. The method of operational bootstrapping does not use random numbers. The method for the 4-dimensional case, used to generate the interval estimates in the current paper, is a natural generalization of the bivariate case. I use operational bootstrapping to generate interval estimates for Betas shown in the TABLE 5.

Description: By the use of resampling and extreme value statistics we will develop a method to reduce the time and costs of testing insurance company insolvency. Most ruin models require assumptions about the surplus distribution and/or assumptions about the claims count and severity distributions. The actuary may not be comfortable in making these ruin assumptions. Instead, he or she may generate such distributions by running extensive computer simulations of corporate models, I introduce a method to reduce the number of simulations necessary' to estimate the 1 and 0.1 percentiles of the surplus distribution. This approach 'cuts off' the tail at approximately the tenth percentile of the sample distribution and generates new tails for the distribution by resampling. Averages of the new order statistics approximate the I and 0.1 percentiles.

Description: Chapter 2 describes the general categories of results that the study gleaned from the vast amount of data gathered: active mortality rates, disablement rates, termination rates, retirement rates, retiree morality, disabled mortality, interest rates, and salary scales. From A Study of Public Employees Retirement Systems, M-RS96-1.