Description: In this paper a model of term insurance experience is constructed on the basis of mortality classes theory and utility theory. The model generates a complete set of mortality, withdrawal, and conversion rates on term insurance and of mortality rates on converted policies . The resulting decrement rates can be used in a Jenkins-type formula to calculate gross premiums.

Description: This paper deals primarily with the actuarial aspects of a life insurance product providing complete flexibility in the pattern of premium payments- and benefits. This paper presented a framework around which a policy of the life-cycle family can be built. Discussion includes description of how the product might work, given the legal and operational constraints at the time. Also discussion of how compliance with the Standard Valuation Law and Standard Non forfeiture laws would be achieved. Followed by submitted discussions of the paper by various people

Description: This is a discussion of the paper, A General Method of Calculating Experience Net Extra Premiums Based on the Standard Net Amount at Risk by Walter Shur.

Description: This paper presents ratemaking for nonparticipating life insurance including the relationship between gross premiums and profit margins, suitable assumptions, a technique for evaluating in force business and demonstrating results using the methods. The paper is followed by a discussion. From Transactions of Society of Actuaries 1959, Vol. 11, No. 30 AB.

Description: This report explores ratemaking, examines the relationship of gross premiums and profit margins, suggests criteria for measuring contingency and profit margins, discusses the types of assumptions suitable for calculating nonparticipating rates and presents the mathematical technique to determine the premium. A discussion of the paper follows.

Description: Discussion of the process for determining the premium for a life insurance product which pays the cash value in addition to the face amount upon death. This type of policy fulfills the specifications of a split-dollar or minimum-deposit sales approach. Followed by several discussion papers submited.

Description: A five-factor individual life expected profit formula is presented in this paper, with first-year lapse rate and amount of insurance as variables. The formula is appropriate for a single age-plan-sex cell.

Description: This discussion on premium differentials examines if a graduation of premium rates by policy size is feasible or desirable as well as if it is practical to give lower premium rates to females.

Description: This paper presents a short method of calculating, without approximation, substandard annual extra premiums based on the standard net amount at risk. The method proposed in this paper, is by means of specially constructed auxiliary commutation columns, eliminating the need for any summation, and producing exact values of any extra premiums by relatively simple formulas. A mathematical proof of the methodology is provided.