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Health and Heterogeneity Josep Pijoan-Mas Jos e-V ctor R os-Rull - PowerPoint PPT Presentation

Health and Heterogeneity Josep Pijoan-Mas Jos e-V ctor R os-Rull CEMFI, CEPR Minnesota, Mpls Fed, CAERP Chicago Fed, May 2013 , Josep Pijoan-Mas, Jos e-V ctor R os-Rull Health and Heterogeneity 1 / 24 Introduction


  1. Health and Heterogeneity Josep Pijoan-Mas Jos´ e-V´ ıctor R´ ıos-Rull CEMFI, CEPR Minnesota, Mpls Fed, CAERP Chicago Fed, May 2013 , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 1 / 24

  2. Introduction Expected longevities at age 50 Time trends Decompositions Part I Data (The socio-economic gradient of longevity) , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 2 / 24

  3. Introduction Expected longevities at age 50 Time trends Decompositions Mortality and life expectancy differences Mortality rates are strongly associated to socio-economic status Kitagawa and Hauser (1973); Elo and Preston (1996) , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 3 / 24

  4. Introduction Expected longevities at age 50 Time trends Decompositions Mortality and life expectancy differences Mortality rates are strongly associated to socio-economic status Kitagawa and Hauser (1973); Elo and Preston (1996) Differences are large when aggregated into life expectancies Brown (2002); Lin et al (2003); Meara et al (2008) , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 3 / 24

  5. Introduction Expected longevities at age 50 Time trends Decompositions Mortality and life expectancy differences Mortality rates are strongly associated to socio-economic status Kitagawa and Hauser (1973); Elo and Preston (1996) Differences are large when aggregated into life expectancies Brown (2002); Lin et al (2003); Meara et al (2008) ⊲ However, these results present a static picture of the relationship between longevity and SES: SES measures may and do change over time , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 3 / 24

  6. Introduction Expected longevities at age 50 Time trends Decompositions Mortality and life expectancy differences Mortality rates are strongly associated to socio-economic status Kitagawa and Hauser (1973); Elo and Preston (1996) Differences are large when aggregated into life expectancies Brown (2002); Lin et al (2003); Meara et al (2008) ⊲ However, these results present a static picture of the relationship between longevity and SES: SES measures may and do change over time Need to develop a methodology to compute expected longevity at age 50 conditional on a given socio-economic characteristic at age 50 , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 3 / 24

  7. Introduction Expected longevities at age 50 Time trends Decompositions Objective of the project Compute expected longevities conditional on individual characteristics 1 at age 50 – Measure the importance of life-cycle changes of these characteristics for the longevity differentials at age 50 , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 4 / 24

  8. Introduction Expected longevities at age 50 Time trends Decompositions Objective of the project Compute expected longevities conditional on individual characteristics 1 at age 50 – Measure the importance of life-cycle changes of these characteristics for the longevity differentials at age 50 Decompose the longevity differentials at age 50 into 2 – health differences already present at 50 – health evolution after 50 – mortality differences not related to measured health , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 4 / 24

  9. Introduction Expected longevities at age 50 Time trends Decompositions Objective of the project Compute expected longevities conditional on individual characteristics 1 at age 50 – Measure the importance of life-cycle changes of these characteristics for the longevity differentials at age 50 Decompose the longevity differentials at age 50 into 2 – health differences already present at 50 – health evolution after 50 – mortality differences not related to measured health ⊲ Eventually, try to understand the determinants of this level of individual heterogeneity , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 4 / 24

  10. Introduction Expected longevities at age 50 Time trends Decompositions The Health and Retirement Study Bi-annual panel, 10 waves, from 1992 to 2010 Initial HRS cohort aged 50-61 in 1992 and 68-79 in 2010 Two additional younger cohorts and two additional older cohorts This gives around 140,000 individual-year observations (white, aged 50-92, non-missing) Rich socio-economic data (marital status, education, income, wealth, labor market) Rich health-related data: health stock: self-assessed and diagnostics health investment: expenditures and behavior mortality: keeps track of mortality , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 5 / 24

  11. Introduction Expected longevities at age 50 Time trends Decompositions Methodology We use the HRS to compute expected longevities at age 50 conditional on different socio-economic charactersitcs z ∈ Z ≡ { z 1 , z 2 , ..., z M } , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 6 / 24

  12. Introduction Expected longevities at age 50 Time trends Decompositions Methodology We use the HRS to compute expected longevities at age 50 conditional on different socio-economic charactersitcs z ∈ Z ≡ { z 1 , z 2 , ..., z M } We exploit the panel structure of the HRS to estimate: , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 6 / 24

  13. Introduction Expected longevities at age 50 Time trends Decompositions Methodology We use the HRS to compute expected longevities at age 50 conditional on different socio-economic charactersitcs z ∈ Z ≡ { z 1 , z 2 , ..., z M } We exploit the panel structure of the HRS to estimate: – Age-specific survival rates condtional on z , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 6 / 24

  14. Introduction Expected longevities at age 50 Time trends Decompositions Methodology We use the HRS to compute expected longevities at age 50 conditional on different socio-economic charactersitcs z ∈ Z ≡ { z 1 , z 2 , ..., z M } We exploit the panel structure of the HRS to estimate: – Age-specific survival rates condtional on z – Age-specific transition probabilities for z , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 6 / 24

  15. Introduction Expected longevities at age 50 Time trends Decompositions Methodology We use the HRS to compute expected longevities at age 50 conditional on different socio-economic charactersitcs z ∈ Z ≡ { z 1 , z 2 , ..., z M } We exploit the panel structure of the HRS to estimate: – Age-specific survival rates condtional on z – Age-specific transition probabilities for z Both mortality rates and transition matrices are estimated with parametric models Logit and multinomial logits with z -specific age terms , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 6 / 24

  16. Introduction Expected longevities at age 50 Time trends Decompositions Methodology We use the HRS to compute expected longevities at age 50 conditional on different socio-economic charactersitcs z ∈ Z ≡ { z 1 , z 2 , ..., z M } We exploit the panel structure of the HRS to estimate: – Age-specific survival rates condtional on z – Age-specific transition probabilities for z Both mortality rates and transition matrices are estimated with parametric models Logit and multinomial logits with z -specific age terms We link estimates of different cohorts to estimate expected longevities at age 50 , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 6 / 24

  17. Introduction Expected longevities at age 50 Time trends Decompositions Methodology We use the HRS to compute expected longevities at age 50 conditional on different socio-economic charactersitcs z ∈ Z ≡ { z 1 , z 2 , ..., z M } We exploit the panel structure of the HRS to estimate: – Age-specific survival rates condtional on z – Age-specific transition probabilities for z Both mortality rates and transition matrices are estimated with parametric models Logit and multinomial logits with z -specific age terms We link estimates of different cohorts to estimate expected longevities at age 50 We use data of all HRS years to increase sample size , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 6 / 24

  18. Introduction Expected longevities at age 50 Time trends Decompositions Mortality rates and the National Vital Statistics System We can compute life tables for 2004 and compare them to the NVSS , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 7 / 24

  19. Introduction Expected longevities at age 50 Time trends Decompositions Mortality rates and the National Vital Statistics System We can compute life tables for 2004 and compare them to the NVSS (a) Males, 2004 (b) Females, 2004 NVSS NVSS 1.0 1.0 HRS HRS 0.9 0.9 0.8 0.8 Life expectancy (NVSS): 78.8 Life expectancy (NVSS): 82.4 0.7 0.7 Life expectancy (HRS): 78.6 Life expectancy (HRS): 82.2 50 55 60 65 70 75 80 85 90 95 50 55 60 65 70 75 80 85 90 95 , Josep Pijoan-Mas, Jos´ e-V´ ıctor R´ ıos-Rull Health and Heterogeneity 7 / 24

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