Preston Curve

mortalityincome-healthcross-countrytechnologydevelopmentpublic-healthdemographyhistory

Definition

The Preston Curve is a cross-country scatter plot showing life expectancy (LE) on the vertical axis against per capita income on the horizontal axis, first constructed by Samuel Preston (1975). At any given point in time, richer countries have longer life expectancy. But the entire curve has shifted upward dramatically over the 20th century — the same income level supports much longer life in 1990 than in 1930. Preston's own estimate was that only 10–25% of the mid-20th century cross-country LE improvement could be attributed to income growth; the remainder reflected autonomous improvements from public health knowledge and technology. The upward shift, not the slope, is the central empirical regularity and the basis for the claim that knowledge and technology — not income — are the ultimate determinants of mortality.

Key Ideas

How It Works

Preston (1975) pooled cross-country income-LE observations from multiple time points, fit a concave curve for each period, and measured the upward shift over time. The fraction of LE improvement attributable to income is the curve slope × average income change; the remainder is the "shift" term, attributable to exogenous technology and public health advances.

Cutler, Deaton, and Lleras-Muney (2006) synthesize post-Preston evidence: income elasticity of LE ≈ 0.10–0.15 in cross-country long-run growth regressions, and even this modest estimate is an overstatement of the causal income effect because of health-to-income reverse causality and institutional confounders.

The three phases of mortality decline documented by Cutler et al. — (1) improved nutrition, (2) macro public health, (3) post-1930s medicine — each produced upward shifts in the Preston Curve without necessarily requiring income growth first. Water purification alone (Cutler and Miller 2005) accounts for ~50% of US urban mortality reduction in the first third of the 20th century at low additional cost.

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