Description: This paper shows the mortality element can be partially isolated allowing an exact annuity value to be readily obtained at any interest rate. From the Actuarial Research Clearing House 1979, Vol.2.

Description: This paper highlights how the estimation procedure works in regards to annuities, including immediate life annuities.

Description: Letters to the national association of insurance commissioners life/health actuarial task force regarding the development of the new annuity non-forfeiture law. Letters are addressed to Mr. Howard Kayton, Mr. Allan Roby, and Mr. John Montgomery. Also included is a demonstration of the workings of a two tiered annuity.

Description: At retirement, people face a choice between annuitization and self-management of liquid wealth [also called self-annuitization]. A common belief is that annuitization provides longevity insurance at the cost of liquidity. This paper argues that the desire for liquidity is actually driven by bequest motives and estate value should be the measure on the liquidity of a given strategy. The authors demonstrate that self-annuitization give more estate within a critical duration [before life expectancy] while annuitization creates more estate after that. In their second result, they compute the expected ending estate at death under these two strategies and find that, on average, annuitization creates more estate than self-annuitization under reasonable assumptions. They conclude that, as long as the same fund is being used for these two strategies, annuitization and self-annuitization just create different patterns of estates over time. However, annuitization is usually better than self-annuitization for estate creation and liquidity, on average. This is somewhat counter-intuitive to popular belief because payout annuities without a certain period do not have cash surrender values. The creation of the balance stream and the results shown in this paper have important implications on new product and marketing strategies for payout annuities.

Description: This paper proves the formula representing the present value of an annuity of 1 per year payable m times per year as l - v divided by the interest factor that corresponds to the timing of the payments is seen to hold regardless of the relationship between the payment frequency and the compounding frequency. From the Actuarial Research Clearing House, 1994, Vol. 2.

Description: This article presents how one may find real solutions to polynomial equations by using tabulated data of the accumulated value of annuities-certain. From the Actuarial Research Clearing House 1991 VOL. 2.

Description: We give some recursive formulas involving life annuities.