Granular mortality modeling with temperature and epidemic shocks: A three-state regime-switching approach

This paper develops a granular regime-switching framework to model mortality deviations from seasonal baseline trends driven by temperature and epidemic shocks. The framework features three states: (1) a baseline state that captures observed seasonal mortality patterns, (2) a summer shock state that captures heat waves and other high mortality events, and (3) a winter shock state that addresses mortality deviations caused by cold spells and strong outbreaks of respiratory diseases due to influenza and COVID-19. Transition probabilities between states are modeled using covariate-dependent multinomial logit functions. These functions incorporate, among others, lagged temperature and influenza incidence rates as predictors, allowing dynamic adjustments to evolving shocks. Calibrated on weekly mortality data across 21 French regions and six age groups, the regime-switching framework accounts for spatial and demographic heterogeneity. Under various projection scenarios for temperature and influenza, we quantify uncertainty in mortality forecasts through prediction intervals constructed using an extensive bootstrap approach. These projections can guide insurance companies, healthcare providers, and hospitals in managing risks and planning resources for potential future shocks.

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Publication Details

Journal
Insurance Mathematics and Economics
Published
2026-04-17
DOI
https://doi.org/10.1016/j.insmatheco.2026.103250
Primary Topic
COVID-19 epidemiological studies
Type
article
Field-Weighted Citation Impact
0.00

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article

Granular mortality modeling with temperature and epidemic shocks: A three-state regime-switching approach

Torsten Kleinow, Jens Robben, Karim Barigou
Insurance Mathematics and Economics
COVID-19 epidemiological studies
article

Granular mortality modeling with temperature and epidemic shocks: A three-state regime-switching approach

Torsten Kleinow, Jens Robben, Karim Barigou
article en

Abstract

This paper develops a granular regime-switching framework to model mortality deviations from seasonal baseline trends driven by temperature and epidemic shocks. The framework features three states: (1) a baseline state that captures observed seasonal mortality patterns, (2) a summer shock state that captures heat waves and other high mortality events, and (3) a winter shock state that addresses mortality deviations caused by cold spells and strong outbreaks of respiratory diseases due to influenza and COVID-19. Transition probabilities between states are modeled using covariate-dependent multinomial logit functions. These functions incorporate, among others, lagged temperature and influenza incidence rates as predictors, allowing dynamic adjustments to evolving shocks. Calibrated on weekly mortality data across 21 French regions and six age groups, the regime-switching framework accounts for spatial and demographic heterogeneity. Under various projection scenarios for temperature and influenza, we quantify uncertainty in mortality forecasts through prediction intervals constructed using an extensive bootstrap approach. These projections can guide insurance companies, healthcare providers, and hospitals in managing risks and planning resources for potential future shocks.

Insurance Mathematics and EconomicsVol. 128
International Longevity Centre (GB), University of Amsterdam (NL), UCLouvain (BE)
Université Laval
Good health and well-being
Openalex Percentile: Top 10%
COVID-19 epidemiological studies
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