Vol. 2016, 2016November 01, 2016 EDT
On Equality and Inequality in Stationary Populations
On Equality and Inequality in Stationary Populations
David A. Swanson, Lucky M. Tedrow,
Carey's Equality TheoremTwo Inequality TheoremsMean Years LivedMean Years RemainingLife Expectancy At BirthSum or Mean Years Lived and Mean Years RemainingMean Age At DeathVariance in Age At Death
Articles in Vol. 2016, 2016
Vol. 2016, 2016
- Data & Technology Working Party ReportRaymond S Nichols
- Bornhuetter-Ferguson Initial Expected Loss Ratio Working Party PaperChandu C Patel
- Escaping Hindsight: Case Reserve Development Using the Reserve Runoff RatioJoseph A Boor
- On Equality and Inequality in Stationary PopulationsDavid A. SwansonLucky M. Tedrow
- Introduction to Bayesian Loss DevelopmentDavid R Clark
- Innovation Fueled by Risk ManagementAaron HalpertAaron Halpert
- An Extension to the Cape-Cod Method with Credibility Weighted SmoothingUri Korn
- Hierarchical Compartmental Models for Loss ReservingJake Morris
- The Actuary and Enterprise Risk Management: Integrating Reserve VariabilityMark R ShaplandJeffrey A. Courchene
- Using the Hayne MLE Models -- A Practitioners GuideMark R ShaplandPing Xiao
- Innovation in Crop Insurance: The Price-Flex® StoryMichael G Wacek
- A Practical Introduction to Machine Learning for ActuariesAlan ChalkConan McMurtrie
- Pitfalls of Predictive ModelingIra Robbin
- Insurance Risk-Based Capital with a Multi-Period Time HorizonRobert P Butsic
- Risk-Based Capital (RBC) Underwriting Risk Factor Safety LevelsAllan M KaufmanEmmanuel T BardisRobert P ButsicJose R CouretSholom FeldblumJennifer Wu
- Dependencies in Stochastic Loss Reserve ModelsGlenn G Meyers
Swanson, David A., and Lucky M. Tedrow. 2016. “On Equality and Inequality in Stationary Populations.” CAS Forum 2016 (November).