Description: From a teaching session at the 2000 Valuation Actuary Symposium held in Washington DC, September 14-15, 2000 Discussion of realistic liability models for use in asset adequacy analysis, asset/liability management, pricing/repricing, financial reporting, or other purposes.

Description: This report, prepared by Advisory Subgroup I, was included as Appendix 3 of the 1987 Valuation Actuary Handbook. This advisory subgroup, or committee, was appointed by the New York Insurance Department and chaired by Donna Claire. This committee was charged with developing suggested regulations to deal with the concept of the Qualified Actuary and Actuarial Opinion and memorandum in accordance with New York’s recently amended reserve and nonforfeiture laws for guaranteed interest contracts and annuities with and without life contingencies. The actual regulation, New York Regulation 126, combines the work of the committee with Subgroup II, which focused on minimum reserve standards.

Description: From a session at the 2001 Valuation Actuary Symposium, held in Lake Buena Vista, Florida, November 29-30, 2001 Teaching session covering the development of realistic liability models for use in asset adequacy analysis, asset/liability management, pricing/repricing, financial reporting or other corporate purposes. The primary focus is modeling issues for variable product features, such as minimum living or death benefit guarantees on both variable life and annuities, annuity death benefit enhancements, and variable immediate annuities. Topics include: • Analysis of the special risks posed by these products • Selecting realistic dynamic assumptions • Techniques used in modeling these products • Scenario testing and result presentation to best communicate risks

Description: Embedded Risk in Settlement Options on Older Life and Annuity Contracts

Description: Improve pharmacy cost forecasting by developing induced demand curves for pharmacy costs.

Description: This general session discussion looks at: A. Methods available to decide the percentage of the premium that should be used for life insurance, weekly indemnity benefits, hospitalization and surgical benefits. B. Formulas devised for computing contingency reserves for possible losses on mortgage loans and real estate. C. Extent to which companies are using participating forms for the following coverages: 1. Annuities in the benefit stages and/or supplementary contracts involving life contingencies after expiry of the term certain period 2. Family income and other decreasing term rider benefits 3. Extended term insurance D. Methods developed for pricing annuities and settlement options derived from an annuity table without provision for mortality improvement

Description: Provides the actuary with a more satisfactory basis for annuity premiums and reserves. It presents a new mortality basis and offers a description of its construction. It also provides a historical review of past mortality tables for annuities. From the Society of Actuaries 50th Anniversary Monograph, M-AV99-1.

Description: Metadata for entire issue

Description: This article delves into a new line of statistical thinking of the author, that may be useful for product development actuaries. The key concept is how product design can produce products that diversify quickly, meaning that the company can be confident of a profitable product line, based on fewer sales than might be true for other designs.

Description: The article provides a complete and rigorous analysis based on calculus for the topics in the theory of compound interest: the monotone convergence properties of the rates of interest and discount payable m times per interest conversion period in relation to the force of interest, the monotone convergence properties of the present value and accumulated value of an ordinary annuity with m payments per interest conversion period in relation to those of a continuously paying ordinary annuity and a method for approximating the present value of an ordinary annuity, or an increasing annuity with m payments per interest conversion period, by accumulating, at compound interest for the fraction m - l/2m of an interest conversion period, the present value of the same type of annuity with one payment per interest conversion period.