Description: From a session at the Spring meeting of the Society of Actuaries held in San Antonio, Texas, June 14-15, 2004 Speakers discuss the approaches to quantifying investment risk, including the credit risk subcomponent and mismatch risk sub-component in the three different types of risk-based capital RBC framework commonly used, such as regulatory, rating agency and company-specific economic-based formulas.

Description: Presented at October 1985 Annual Meeting. Discusses risk measurement and quantification, cash-flow-based surplus, factors that affect benchmark surplus, how multiple risks can be combined for benchmark surplus, benchmark surplus and the valuation actuary, and uses of benchmark surplus formulas.

Description: A presentation at the Actuarial Research Conference in August 2006 in Montreal. This paper discusses the Basel VaR Value at Risk test of a bank's VaR model. It proposes an alternative, Quality Control of Risk Measures QCRM Hypothesis test. The alternative is more likely to reject an incorrect VaR model.

Description: From a session at the Spring regional meeting of the Society of Actuaries held in Atlanta, Georgia, May 24-25, 1999 Panelists discussed a comprehensive risk management approach to quantify the risk exposure from various sources.

Description: Presented at September 1994 Valuation Actuary Symposium. Discusses analyzing and projecting financial risk in group health plans.

Description: Presented at June 1986 Spring Meeting. This session discussion is about the National Association Of Insurance Commissioners' Early Warning System, A.M. Best Company ratios, Conning and Company solvency ratios, and California Department of Insurance Empirical ratios.

Description: Presented at August 2011 46th Actuarial Research Conference. Develops the Multi-threshold Compound Poisson surplus process with interest which is useful for pricing. Then develops the Gerber-Shiu function for MAP processes featuring interest which allow claims to be factored in. Finally develops closed-form solutions of the absolute ruin probability for Erlang IAT and exponential claims.