Description: There have been continual advances in the modeling of financial series but most are aimed at the pricing of derivatives. Different criteria are needed for development of scenarios for risk management. Some recent methods will be reviewed with an eye on risk-management applications, including using the simulated method of moments to parameterize multifactor models, fractional differencing and other methods to model series with persistent autocorrelation, and models to flatten out the volatility smile, such as jump-diffusion models. These methods will be illustrated with applications to inflation, interest rates, equity prices and exchange rates.

Description: This article presents some observations on inverted yield curves of U.S. Treasury securities and the correlation of volatility of Treasury security interest rates with their absolute level. The time covered by the study is December 1953 to December 1988. From Society of Actuaries Financial Reporting Monograph, M-AS99-1.

Description: Analysis of IASB position on the discount rate to use in computing the Fair Value of Insurance Liabilities

Description: Long-term guarantees place unanticipated burdens on companies because of the degree to which the environment can change. These risks are compounded when combined with estimation of policyholder behavior, especially when solid experience data is not available. When risks are properly reflected, long-term guarantees do not always provide value to the customer in excess of the manufacturing cost. The product development actuary is challenged to compare customer value to company cost and use that measurement to identify novel ways to design products to better serve customers.

Description: This article discusses equity risk premium, what it is, how it should be measured, if a constant risk premium provides the best model and what are reasonable expectations for the future.

Description: Introduction to option pricing, with special attention to issues in applying these tools to price equity-linked insurance products. Clear, accessible explanation of key results of mathematical finance including risk-neutral valuation.

Description: Summarizes the articles in the newsletter.

Description: This is the second part of a 2 part series on Real options analysis (ROA). This article looks into the limitations of using financial option theory when doing real options analysis with projects that are long-dated and uncertain, such as: 1. First-degree homogeneity, 2. Uncertainty must derive from Brownian motion, and 3. Risk neutrality.