Description: We derive formulas for calculating the premiums that should be charged on policies in a discounted cash flow model with tax reserves and required assets that are determined by regulation. We also determine the unique division of required assets into “reserves” and “capital” that allows the product profitability to be correctly evaluated. That is, the profit after capital charges is zero if the product achieves the return assumed in pricing. We illustrate the concepts using whole life insurance and guaranteed minimum death benefit examples.

Description: This report looks at closed form models or 'exact solutions' in which calculus produces 'simple' formulae. The conclusion is that for Gaussian interest rate models we can solve the problem of an American option provided the option holder behaviour can be described by a force of option exercise which is linear or quadratic in the state variables.

Description: Data call soliciting information on Credit Risk Study Loss Experience Study: Private Placement bonds and credit risk events for 2003-2010.

Description: This article contains the statistics of the equity premium or market risk premium [MRP] uses in 2011 for 56 countries. The paper also contains the references used to justify the MRP and comments from persons that both use and do not use MRP.

Description: 1992 SOA Annual Meeting, Washington, D.C. This session on cash-flow testing for product actuaries covered the following topics: 1. Guidance notes designed to help in writing up reports on cash-flow testing. 2. Investment strategies in product design. 3. Surplus requirements.

Description: This report describes a stochastic simulation approach used to estimate the amount of a level-payment annuity payable as long as the person is alive and living in his/her house. A discussion of the paper follows. From Transactions of Society of Actuaries 1991, Vol. 43.

Description: This paper shows how the results of copula based capital aggregation models can always be locally approximated by relatively simple formulas. The paper defines the concepts of diversification factor and tail correlation matrix and describes methods for estimating these quantities from simulated data. We show how these ideas can be put into practice as both computational shortcuts and presentation tools.

Description: The paper will focus on two broad areas, integration of insurance products with investment products to mitigate the risk of outliving one’s assets in post-retirement financial planning. Modeling and pricing for the longevity risk in the secondary market in insurance.