Description: This paper presents specifications and formulas for determining life insurance policy reserves in compliance with Sections 5 and 8 of the NAIC model Standard Valuation Law as amplified by the NAIC Valuation of Life Insurance Policies Model Regulation, also referred to as Regulation XXX.

Description: Discussion of the 1958 CSO Mortality Table: 1. Considerations regarding continuous functions, age last birthday and changing reserve methods 2. Likelihood of Canadian adoption 3. Impact on extended insurance and automatic premium loan provisions.

Description: This paper considers policies with annual premiums and discusses four types of life insurance reserves calculations: curtate, fully continuous, discounted continuous, and semicontinuous. From Transactions of Society of Actuaries 1995, Vol. 47.

Description: This actuarial note provides a discussion of modified reserves and minimum cash values when continuous functions are used. Discussions of this paper are included.

Description: Variable life insurance asset shares involve, in general, both the separate account and the general account. This paper develops, for both accounts, under the New York Life design, the annual asset share equations of equilibrium for the separate account asset share, for the general account asset share, for the basic reserve, and for the surplus and also derives the individual expressions for the interest and mortality contributions to the surplus. Followed by discussion papers submitted by several authors.

Description: Milliman, Inc. Milliman was retained by the Society of Actuaries SOA to perform certain actuarial analyses with respect to the Z-Factor methodology under a principles-based approach PBA to statutory reserve and capital. Under PBA, the Z-Factor is a measure of margin in excess of the best estimate assumptions embedded in the statutory reserves of a life insurance product or block of business.

Description: The insurance reserve for an individual contract can be pictured as a quantity which changes continuously from moment to moment in response to the forces of interest and mortality. A different mathematical model arises for each method of defining the death benefit, and in this paper a number of such mathematical models are analyzed. Followed by discussion papers submitted by several authors

Description: This paper deals with the problem of determining the effect on reserves of variations in the assumptions. A general approach to this problem is presented and then used to extend Lidstone's theorem, mainly to cases involving a nonmonotone critical function. From Transactions of Society of Actuaries 1981, Vol. 33.

Description: In this paper, the authors develop a reserve method for future guaranteed life income payments under the settlement options within a life insurance policy. An approach for entering this information in the statutory statement is presented.