Peter Fledelius,
Abstract
A recent study of Swedish old-age mortality used a modified Gompertz-Makeham model with a linear hazard for the force of mortality. We propose an alternative model using smooth two-dimensional kernel hazard estimators and introduce a new estimator based on the multiplicative bias correction for the multivariate marker dependent hazard. The multiplicative bias correction appears to have great potential for estimating mortality rates at the highest ages. We also observe that mortality continues to increase at an exponential rate even in old-age.
Key words and phrases: longevity, expected remaining lifetime, kernel hazard estimation
Corresponding Author:
Department of Econometrics
Diagonal 690
08034
E-mail: guillen@eco.ub.es
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