Description: This paper raises the following questions regarding mortality and underwriting: How does mortality under term insurance compare with that under permanent insurance? To what extent should large amounts of accidental death benefits be a matter of underwriting concern? What are the pros and cons of issuing triple indemnity benefits as an adjunct of life insurance policies? From Transactions of Society of Actuaries 1960, Vol. 12, No. 34.

Description: This paper presents a model of the progression of the Acquired Immunodeficiency Syndrome [AIDS] epidemic in the United States. From Transactions of Society of Actuaries 1989, Vol. 41.

Description: Solicited by the American Council of Life Insurers (ACLI), this is the perferred version of the 2001 CSO mortality tables.

Description: Presented at August 2011 46th Actuarial Research Conference. This paper focuses on mainly focus on the case in which the risk variable follows a distribution function from a max-domain of attraction.

Description: This 1963 report presents the past year's aviation statistics and data for earlier periods, covering aviation fatality rates for different classes of pilots and others.

Description: The series expansion of a probability density function, known to actuaries by Esscher's name and to statisticians as the saddlepoint approximation, typically gets integrated to approximate probability values under the density, with a location parameter in the expansion chosen to optimize convergence of the integrated series. We review the general form, the accuracy and the derivation of the Esscher approximation. Then we propose using related series expansions for the derivative of a probability density function to approximate the value of the point of maximum likelihood for the density. The key is to make the value of the location parameter an unknown and assume it to be the point of maximum likelihood, which leads to a tractable optimization problem to find its value.

Description: In this paper the author proposes a proof for new formulas that derive exposure formulas of the valuation-schedule type on the basis of the Balducci assumption. In addition he provides a short cut for the coefficients of the terms involving deaths. Then he derives a general exposure formula of the valuation-schedule type that may be used for all mortality studies with an observation period covering an integral number of consecutive years. From ACTUARIAL RESEARCH CLEARING HOUSE, 1980 VOL. 2.

Description: Because actuaries fit models for a variety of situations, particularly with regard to data modifications, it is useful to have a single approach. Though not optimal or exact for a particular model or data structure, the method should be reasonable for most all settings. Such a method is proposed in this article. Actuarial Research Clearing House 2003, VOL. 1

Description: 1959 Report on aviation mortality for years 1940-1959, broken down by aviation classes.

Description: This discussion looks at rising interest rates since the use of the 1941 CSO Table and the considerations in determining interest rates for premiums and reserves under the 1958 CSO, and changes in the handling of taxes due to the new federal income tax laws in life and pension plans.