Lifespan inequality is a fundamental indicator of population health, reflecting inequalities in the timing of death. Life expectancy-based indicators have been widely used to monitor changes in lifespan variation across populations. This study proposes using indicators relative to the modal age at death (M): the standard deviation below the mode, Formula: see text, which captures variation in premature mortality, and the standard deviation above the mode, Formula: see text, which reflects variation in senescent mortality. Although trends in Formula: see text are relatively well documented, less is known about how Formula: see text has changed over time and what drives these changes. This study aims to (1) document and compare trends in Formula: see text and Formula: see text across high-income countries since 1960, and (2) examine the contribution of cause-specific mortality to changes in Formula: see text in selected countries. To achieve this, we propose a novel two-step decomposition method. In the first step, changes in Formula: see text are decomposed into two components: one attributable to shifts in the modal age itself ("mode" component) and another to changes in the shape of the age-at-death distribution ("distribution" component). In the second step, the "distribution" component is further decomposed by cause of death. Applying this framework to data from Japan and the U.S., results revealed that the decline in Formula: see text in the U.S. was primarily driven by reductions in heart disease and neoplasm mortality. However, these gains were partially offset by increased variation linked to infectious diseases and external causes. In Japan, declines in Formula: see text were primarily driven by reductions in cerebrovascular diseases, heart disease (women), and neoplasms (men), while increases in variation since the mid-1990s were largely attributable to external causes and neoplasms (women). This decomposition is a useful tool for identifying the factors that drive or hinder the compression of premature mortality.
Diaconu et al. (Fri,) studied this question.