Securitization of Catastrophe Mortality Risks
By Yijia Lin, Samuel H. Cox. 2008
115 citations recorded by the source corpus.
Subfields: Demography, Economics and Econometrics, General Health Professions
View Paper: https://www.semanticscholar.org/paper/d733789fd13052c23037dc935e26ff280573b069
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In Demography
In Economics and Econometrics
In General Health Professions
Citations in the corpus
- Mortality Regimes and Pricing (2011, unknown): “It means the mortality curve after the jump will go back to the original level and ‘‘is independent of that [mortality rate] during the shock’’ (Lin and Cox 2008, p. 632).”
- On the pricing of longevity-linked securities (2010, methodology): “A similar equation can be found for the 2-factor Wang transform applied in Lin and Cox (2006). As pointed out in Section 2, pricing (T, x0)-Longevity Bonds using a “pre-specified instantaneous Sharpe ratio” λ̄ in the 1-factor model from Milevsky et al. (2005) corresponds to a constant market price o”
- Pricing Mortality Securities with Correlated Mortality Indexes (2011, unknown): “High-risk premia at least partially explain the failure of some insurance-linked securities, such as the EIB longevity bond issued in 2004 (Lin and Cox, 2008).”
- Mortality Risk Modeling: Applications to Insurance Securitization (2010, unknown): “Several recent articles focus on management such mortality risks, including Hardy (2005), Rogers (2002), Goss et al. (1998), Cox et al. (2006), Cox and Lin (2007) and Lin and Cox (2008).”
- Longevity Bond Premiums: The Extreme Value Approach and Risk Cubic Pricing (2010, unknown): “Other studies onmortality jumpmodels include Bauer and Kramer (2007); Hainaut andDevolder (2007); Cox et al. (2008); Lin and Cox (2008); Chen et al. (2009).”
- Multi-population mortality models: A factor copula approach (2015, unknown): “Wang transform (Dowd et al. 2006, Denuit et al. 2007, Lin and Cox 2008, Chen and Cox 2009) Esscher transform (Chen et al. 2010, Li et al. 2010).”