Modeling Period Effects in Multi-Population Mortality Models: Applications to Solvency II
From MaRDI portal
Publication:5742668
DOI10.1080/10920277.2013.872553zbMath1412.91060OpenAlexW2020419183MaRDI QIDQ5742668
Rui Zhou, Yujiao Wang, Ken Seng Tan, Johnny Siu-Hang Li, Kai Kaufhold
Publication date: 15 May 2019
Published in: North American Actuarial Journal (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1080/10920277.2013.872553
Inference from stochastic processes and prediction (62M20) Applications of statistics to actuarial sciences and financial mathematics (62P05)
Related Items (30)
Exchangeable mortality projection ⋮ Coherent modeling of male and female mortality using Lee-Carter in a complex number framework ⋮ COHERENT FORECASTING OF MORTALITY RATES: A SPARSE VECTOR-AUTOREGRESSION APPROACH ⋮ MODELLING MORTALITY FOR PENSION SCHEMES ⋮ A COMPARATIVE STUDY OF TWO-POPULATION MODELS FOR THE ASSESSMENT OF BASIS RISK IN LONGEVITY HEDGES ⋮ Multi-population modelling and forecasting life-table death counts ⋮ What drives population ageing? A cointegration analysis ⋮ Rotation in age patterns of mortality decline: statistical evidence and modeling ⋮ Longevity risk and capital markets: the 2015--16 update ⋮ Identifiability, cointegration and the gravity model ⋮ Enhancing Mortality Forecasting through Bivariate Model–Based Ensemble ⋮ A more meaningful parameterization of the Lee-Carter model ⋮ MODELLING MORTALITY DEPENDENCE WITH REGIME-SWITCHING COPULAS ⋮ Editorial: Longevity risk and capital markets: the 2013--14 update ⋮ Modelling longevity bonds: analysing the Swiss Re Kortis bond ⋮ A step-by-step guide to building two-population stochastic mortality models ⋮ MORTALITY FORECASTING WITH A SPATIALLY PENALIZED SMOOTHED VAR MODEL ⋮ A General Semi-Markov Model for Coupled Lifetimes ⋮ Multi-population mortality modelling: a Bayesian hierarchical approach ⋮ Modelling mortality dependence: an application of dynamic vine copula ⋮ Gompertz law revisited: forecasting mortality with a multi-factor exponential model ⋮ Cause-specific mortality rates: common trends and differences ⋮ Longevity risk and capital markets: the 2019--20 update ⋮ Coherent mortality forecasting with generalized linear models: a modified time-transformation approach ⋮ Pitfalls and merits of cointegration-based mortality models ⋮ It's all in the hidden states: a longevity hedging strategy with an explicit measure of population basis risk ⋮ Longevity Risk and Capital Markets: The 2017–2018 Update ⋮ An Efficient Method for Mitigating Longevity Value-at-Risk ⋮ Age-coherent extensions of the Lee–Carter model ⋮ On the effectiveness of natural hedging for insurance companies and pension plans
Cites Work
- Modeling and Forecasting U.S. Mortality
- Deterministic shock vs. stochastic value-at-risk -- an analysis of the Solvency II standard model approach to longevity risk
- Modelling and management of longevity risk: approximations to survivor functions and dynamic hedging
- Estimating the dimension of a model
- Modelling Adult Mortality in Small Populations: The Saint Model
- Uncertainty in Mortality Forecasting: An Extension to the Classical Lee-Carter Approach
- A Gravity Model of Mortality Rates for Two Related Populations
- Measuring Basis Risk in Longevity Hedges
- Co-Integration and Error Correction: Representation, Estimation, and Testing
- A Quantitative Comparison of Stochastic Mortality Models Using Data From England and Wales and the United States
This page was built for publication: Modeling Period Effects in Multi-Population Mortality Models: Applications to Solvency II