Journal of Population Sciences
From: On the evolution of the gender gap in life expectancy at normal retirement age for OECD countries
Model | Predictor |
---|---|
\({\eta }_{x,t}={\mathrm{\alpha }}_{x}+{\beta }_{x}^{(1)}{k}_{t}^{(1)}\) | |
RH (Renshaw & Haberman, 2006) | \({\eta }_{x,t}={\mathrm{\alpha }}_{x}+{\beta }_{x}^{(1)}{k}_{t}^{(1)}+{\gamma }_{t-x}\) |
APC (Currie, 2006) | \({\eta }_{x,t}={\mathrm{\alpha }}_{x}+{k}_{t}^{(1)}+{\gamma }_{t-x}\) |
CBD (Cairns et al., 2006) | \({\eta }_{x,t}={k}_{t}^{(1)}+(x-\overline{x }){k}_{t}^{(2)}\) |
M7 (Cairns et al., 2009) | \({\eta }_{x,t}={k}_{t}^{(1)}+(x-\overline{x }){k}_{t}^{\left(2\right)}{+((x-\overline{x })}^{2}-{\widehat{\sigma }}_{x}^{2}){k}_{t}^{\left(3\right)}+{\gamma }_{t-x}\) |
PLAT (Plat, 2009) | \({\eta }_{x,t}={\mathrm{\alpha }}_{x}+{k}_{t}^{(1)}+\left(x-\overline{x }\right){k}_{t}^{\left(2\right)}+(\overline{x }-x){k}_{t}^{\left(3\right)}+{\gamma }_{t-x}\) |