The present ecological study used dataset regarding the incidence and mortality rates of esophagus cancer and some related health factors in the world. The rates of incidence and mortality about EC was obtained from the global cancer project for 172 countries in year 2012 (
1). The age-specific EC incidence and EC mortality rate was calculated by dividing the number of EC incidence and EC mortality number for each country by the corresponding population in that country and then multiplying by 100,000. Data about the HDI 2013 and its gradient including life expectancy at birth, mean years of schooling, and gross national income (GNI) per capita and also other health related variables were obtained from the World Bank database for 169 countries (
2). No ethical approval was required for this study.
The epidemiological information from the GLOBOCAN database and the HDI were available for 169 countries. These countries categorized into four categories including 1, very high human development (27 countries); 2, high human development (37 countries); 3, medium human development (89 countries) and 4, low human development (16 countries) (
Figure 1). We defined inequality in the age-specific incidence and mortality rates of esophagus cancer according to the HDI by using concentration index (CI). CI is calculated based on the concentration curve (CC) which plots the cumulative percentage of EC incidence and EC mortality (y-axis) against the cumulative percentage of the population ranked by HDI (x-axis) beginning with the low HDI (left) and ending with the very high HDI (right). The CI is defined as twice the area between the CC and line of equality (diagonal). When CC tangent with the diagonal, the CI is equal to zero usually indicating no inequality in mortality and incidence from EC; when CC lies above (below) the diagonal the CI is negative (positive) indicating the outcome is more concentrated among country whit lower (higher) HDI. CI was decomposed to detect of main contributors in ES inequality. The decomposing process divided to subsequent steps. At the first step, the amount of changes by any contributor in inequality was calculated by βkXk/μ. In this formula X = x
1, x
2… x
k and µ is the mean score of ES. In second, elasticity multiplying to CI of each contributor and absolute contribution to inequality was estimated by (βkXk/µ)Ck where Ck are the CIs for contributors. In the final step absolute contribution divided to CI of each contributors and percentage contribution of each source was determined by (βkXk/μ)Ck /C (
14). Linear regression models were also used for assessment of the HDI effect and other variables on EC incidence and EC mortality. The Stata command including; igini, clorenz and rbdineq was used to calculating of CI, CC and decomposition, respectively. All of analysis has done by Stata software version 12 (StataCorp, College Station, TX, USA). Data were analyzed at 0.05% significance level.