# Are Fairness Perceptions Shaped by Income Inequality? Evidence from Latin America

*Leonardo Gasparini, Germán Reyes*  
*February 2022*

**Abstract.** A common assumption in the literature is that the level of income inequality shapes individuals' beliefs about whether the income distribution is fair ("fairness views," for short). However, individuals do not directly observe income inequality (which often leads to large misperceptions), nor do they consider all inequities to be unfair. In this paper, we empirically assess the link between objective measures of income inequality and fairness views in a context of high but decreasing income inequality. We combine opinion poll data with harmonized data from household surveys of 18 Latin American countries from 1997–2015. We report three main findings. First, we find a strong and statistically significant relationship between income inequality and unfairness views across countries and over time. Unfairness views evolved in the same direction as income inequality for 17 out of the 18 countries in our sample. Second, individuals who are older, unemployed, and left-wing are, on average, more likely to perceive the income distribution as very unfair. Third, fairness views and income inequality have predictive power for individuals' self-reported propensity to mobilize and protest independent of each other, suggesting that these two variables capture different channels through which changes in the income distribution can affect social unrest.

# Introduction

Several theoretical and empirical papers study how objective measures of income inequality affect individual-level behavior.[^1] Implicit in much of this literature is the assumption that inequality shapes individuals' beliefs about whether the income distribution is fair ("fairness views," for short).[^2] However, two pieces of evidence suggest that the link between inequality and fairness views is not straightforward. First, fairness views are not informed by objective measures of inequality—since these are not directly observable by individuals—but instead by perceived inequality. Research about how accurately people perceive income inequality shows large gaps between individuals' perceptions and the actual levels of inequality (Norton and Ariely, 2011; Kuziemko et al., 2015; Gimpelson and Treisman, 2018; Choi, 2019). Second, even absent any misperceptions, individuals do not consider all inequities to be unfair. Specifically, individuals largely accept income disparities derived from personal choices and effort, but deem inequities driven by luck or chance as unfair (Cappelen, Hole, and Sørensen, 2007; Alesina and Giuliano, 2011; Cappelen et al., 2013; Almås, Cappelen, and Tungodden, 2020). Thus, the extent to which fairness perceptions are shaped by income inequality remains an important empirical question.

In this paper, we empirically study the link between fairness views and income inequality in a particular scenario: a region of highly unequal countries—Latin America—but during a period in which inequality pronouncedly declined. First, we assess the extent to which fairness views are linked to income inequality, both across countries and over time. Then, we analyze how individual-level factors such as education, political ideology, and religious views relate to fairness views. Finally, we investigate the predictive power of fairness views for individuals' propensity to protest and mobilize.

In Section 2, we describe the institutional context and our data. Our setting is Latin America, one of the most unequal regions in the world (Alvaredo and Gasparini, 2015). We focus on the 2000s, an unusual period in that income inequality saw a widespread decrease across countries in the region (Gasparini et al., 2011). To relate income inequality to fairness views, we combine data from two harmonization projects. Our source for income inequality data is SEDLAC, a project that increases cross-country comparability of household surveys. These data enable us to compare the evolution of income inequality across countries and over time. The data on fairness perceptions come from public opinion polls conducted by Latinobarómetro in 18 Latin American countries since the 1990s.

In Section 3, we document a series of stylized facts about fairness views in the region. A strikingly high, albeit decreasing, share of the population believes that the income distribution in their country is unfair. In 2002, almost nine out of ten individuals perceived the income distribution as unfair (86.6%). By 2015, this figure declined to 75.1%. This decline is particularly striking considering that previous research highlights people's tendency to report perceptions of stable or increasing inequality, regardless of its actual evolution (Gimpelson and Treisman, 2018).

Next, we link fairness views to income inequality. We study how the Gini coefficient—our main measure of inequality—correlates with fairness views across countries and over time. We find a strong linear correlation between the Gini coefficient and the percent of the population that perceives inequality as unfair across country-years. Fairness views evolved in the same direction as the Gini in 17 out of the 18 countries in our sample during the 2000s.

The decline in income inequality during the 2000s—although remarkable by historical standards—was not enough to substantially modify the view of Latin Americans with respect to distributive fairness in their societies. Three out of four citizens of the region still believe that the income distribution is unfair. A one percentage point decrease in the Gini is associated with a 1.4 percentage point decrease in the share of the population perceiving the income distribution as unfair. Holding constant this elasticity and the pace of inequality reduction of the 2000s, reducing the population that perceives inequality as unfair to 50% would take roughly more than a decade.

Next, we investigate whether inequality measures other than the Gini coefficient are stronger predictors of unfairness beliefs. This question is of interest in its own right, given the ongoing debate on whether income inequality should be measured with relative or absolute indicators (Ravallion, 2003; Atkinson and Brandolini, 2010). We take an agnostic approach and correlate a large number of relative and absolute measures of inequality with unfairness views. We find that relative indicators are strongly positively correlated with people's perceptions of unfairness. In contrast, absolute indicators tend to be *negatively* correlated with unfairness views. This is because absolute income gaps became wider in Latin America in the booming years under analysis, yet perceptions about unfairness went down.

In Section 4, we assess whether the correlation between income inequality and fairness views is robust to controlling for observable variables and investigate which individual-level characteristics are predictive of fairness views. The relationship between unfairness views and the Gini coefficient is positive and statistically significant even after controlling for country fixed effects, year fixed effects, and a large set of individual-level characteristics. We find that older, unemployed, and left-wing individuals are more likely to perceive income distribution as very unfair. A decomposition exercise shows that the decline in unfairness perceptions during the 2000s is better accounted for by income inequality trends rather than changes in the composition of the population.

In Section 5, we analyze the link between fairness perceptions and individuals' self-reported propensity to protest. A vast literature relates income inequality to social cohesion, conflict, and activism. One might expect this link to be partly mediated by fairness views. Hence, we study whether fairness views have predictive power for social unrest, conditional on income inequality. To do this, we measure individuals' likelihood of participating in different political activities, such as mobilizing in a demonstration, signing a petition, refusing to pay taxes, or complaining on social media. Participation in these activities is self-reported, so the results should be interpreted with caution. With this caveat in mind, we find that both fairness views and inequality have predictive power independent of each other for some political activities, such as complaining on social media. Other behaviors are exclusively predicted by fairness views (e.g., signing a petition) or by income inequality (e.g., refusing to pay taxes). This suggests that both fairness views and income inequality are important determinants of the propensity to engage in political activism.

This paper contributes to the literature that links objective measures of the income distribution to individuals' perceptions of such measures. Previous papers have shown that individuals tend to misperceive their relative incomes (Cruces, Perez-Truglia, and Tetaz, 2013; Karadja, Mollerstrom, and Seim, 2017; Hvidberg, Kreiner, and Stantcheva, 2020; Fehr, Mollerstrom, and Perez-Truglia, 2021) and other relevant features of the income distribution, such as the level of inequality, poverty, and mobility (Kuziemko et al., 2015; Page and Goldstein, 2016; Alesina, Stantcheva, and Teso, 2018; Fehr, Mueller, and Preuss, 2020).[^3] Evidence on the relationship between fairness perceptions and income inequality, particularly in Latin America, is rather scarce. To our knowledge, the only other paper that studies the link between inequality and fairness views in the region is Zmerli and Castillo (2015), although the focus of this paper is on political trust. Using the same data that we use, the authors find a positive association between unfairness views and the Gini. However, the authors only use data from one year. Hence, they cannot study the joint evolution of both variables over time or control for unobserved heterogeneity at the country or year level, which, as we argue below, could generate a spurious correlation between income inequality and fairness views. We contribute to this literature by providing novel empirical evidence linking fairness views to income inequality in a highly unequal region, but during a period of falling inequality.[^4]

This paper also contributes to the literature on inequality measurement. This literature makes a crucial distinction between two types of inequality indicators: the relative ones (such as the Gini coefficient) and absolute ones (such as the variance). Relative and absolute indicators often provide different answers to important issues such as the distributive effects of globalization or trade openness (Ravallion, 2003; Atkinson and Brandolini, 2010). Hence, it is important to understand whether people think about distributive fairness through the lens of relative or absolute indicators. We show that relative indicators have a much stronger correlation with fairness views than absolute indicators.

Finally, we make a small contribution to the growing literature that relates income inequality—and more recently, measures of polarization—to conflict and political activism (Esteban and Ray, 2011; Esteban, Mayoral, and Ray, 2012). Previous papers have shown that income inequality is predictive of conflict and social unrest. We contribute to this literature by showing that fairness views have predictive power for social unrest above and beyond income inequality (and vice-versa).

# Institutional Context, Data, and Descriptive Statistics
This section provides institutional context on Latin America, describes our data, and provides summary statistics on our sample.

## Context
Latin America has long been characterized as a region with high levels of income inequality. Together with South-Saharan Africa, Latin America is one of the two most unequal regions in the world (Alvaredo and Gasparini, 2015; World Bank, 2016). After a period of increasing inequality during the 1980s and 1990s, the region experienced a "turning point" in the 2000s, when income inequality saw a widespread decrease (Gasparini et al., 2011; Gasparini and Lustig, 2011; Lustig, Lopez-Calva, and Ortiz-Juarez, 2013).[^5]

## Data
We use data on fairness views and income inequality from 18 Latin American countries from 1997–2015. The data comes from two harmonization projects, known as Latinobarómetro and SEDLAC (Socio-Economic Database for Latin America and the Caribbean).

We use public opinion polls conducted by Latinobarómetro to measure fairness perceptions. Latinobarómetro conducts opinion surveys in Latin American countries, interviewing about 1,200 individuals per country. The survey is designed to be representative of the voting-age population at the national level (in most Latin American countries, individuals aged over 18).[^6] The main variable for our empirical analysis is individuals' fairness views, which we measure using the following question: *"How fair do you think the income distribution is in country? Very fair, fair, unfair or very unfair?"* We construct binary variables indicating whether individuals believe that the income distribution is unfair or very unfair.[^7]

Income inequality data comes from SEDLAC, a joint project between CEDLAS-UNLP and The World Bank, which increases cross-country comparability from official household surveys. We measure inequality in household income per capita (measured in 2005 USD at purchasing power parity). Whenever possible, we use comparable annual household surveys to calculate inequality indicators. However, some countries do not conduct surveys every year, and some of the household surveys available in a given country are not comparable over time (usually, due to important methodological changes). In Appendix sec_data we describe the partial fixes we implement to maximize the sample size. In two countries of our sample (Argentina and Uruguay), the household survey is representative of urban areas only.

## Sample and Summary Statistics
For our regression analysis, we use individual-level data. Our sample includes all individuals in the 11 different waves of Latinobarómetro surveys over 1997–2015.

Appendix Tables tab-sum-stats and tab-fairness-grp show descriptive statistics on our sample. The average respondent is 39.7 years old. Roughly half of the respondents are men (49%), over half (56.3%) are married or in a civil union, and 68% are Catholics. The majority of respondents (76%) completed at least elementary school, while a third of them (33.6%) had completed high school or more. Almost two-thirds of the sample (64%) were part of the labor force, and 9.9% of the economically active individuals were unemployed.[^8]

# The Relationship between Fairness Views and Inequality
This section first provides descriptive evidence on the evolution of fairness views in Latin America from 1997 to 2015. Then, we link fairness perceptions to income inequality both across countries and over time. Finally, we investigate whether absolute or relative inequality indicators have a stronger predictive power for fairness views.

## The Evolution of Fairness Views in Latin America during the 2000s

Figure fig-fairness-views shows how fairness views evolved over time (Panel A) and across countries (Panel B). Panel A plots the fraction of individuals who believe that the income distribution of their country is very unfair, unfair, fair, or very fair over 1997–2015, pooling across all countries in our sample. Panel B shows the fraction of individuals who believe that the income distribution is either unfair or very unfair in each country of our sample during 2002 and 2015.

Figure fig-fairness-views, Panel A shows that a strikingly high, albeit decreasing, share of the population believes that the distribution of income is unfair. In 2002, almost nine out of ten individuals perceived the income distribution as unfair (86.6%). By 2015, this figure declined to 75.1%. The decrease in unfairness perceptions was driven mainly by individuals with strong beliefs about unfairness (i.e., individuals who believe that the income distribution was very unfair). While in 2002, 33.1% of the population perceived the income distribution as very unfair, this figure declined to 25.8% by 2015. In contrast, weak beliefs about unfairness (i.e., individuals who believe that the income distribution was merely unfair) behaved more erratically, increasing at the beginning of our sample and decreasing by the end of the period. Overall, the share of individuals with weak beliefs about unfairness slightly declined during the 2000s, from 53.5% in 2002 to 49.2% in 2015. On the other hand, the share of the population that believe that the income distribution is fair doubled from 11.3% in 2001 to 22.6% in 2015.

Figure fig-fairness-views, Panel B shows that, while most individuals perceive the income distribution as unfair, fairness perceptions improved in most countries during 2002–2013. A substantial share of the population in all countries perceived the income distribution as unfair in both 2002 and 2013. For example, in 2002, the share of the population that perceived the distribution as unfair ranged from 74.5% in Venezuela to 97.7% in Argentina (which, at the time, was in the midst of a severe economic crisis). Throughout the following decade, there was a widespread decrease in the share of the population that perceived income inequality as unfair or very unfair. Compared to 2002, in 2013, a lower fraction of the population perceived the income distribution as unfair in 16 out of the 18 countries in our sample. The change in fairness perceptions ranged from modest decreases, like in Chile, where the decline was of less than one percentage point, to remarkable reductions, like in Ecuador, where perceptions about unfairness declined from 87.5% to 38.6%.

Appendix Figure fig-fairness-grps shows that the decline in unfairness perceptions was widespread across heterogeneous groups of the population. To show this, we study how fairness views evolved for different subgroups of the population, according to individuals' age, gender, education, and employment. This analysis reveals that young individuals are less likely to perceive the income distribution as unfair (Panel A), while females are more likely to do so, although with some heterogeneity across time (Panel B). Similarly, individuals with a higher educational achievement (Panel C) and the unemployed (Panel D) are more likely to believe that the income distribution is unfair. Importantly, the perception of unfairness consistently fell across all these subpopulations during the 2000s.

Next, we explore the extent to which these changes in fairness views were accompanied by changes in the actual distribution of income.

## Fairness Perceptions and Income Inequality: Some Stylized Facts

Figure fig-fairness-gini shows how fairness views evolved vis-à-vis changes in income inequality. Panel A shows a binned scatterplot of the Gini coefficients and unfairness views for all country-years in our sample. Panel B plots the percentage point change in unfairness perceptions between 2002 and 2013 on the $y$-axis against the change in the Gini over the same period on the $x$-axis.

Panel A shows that unfairness perceptions and income inequality are strongly correlated across country-years. The linear correlation between the Gini and unfairness perceptions across country-years is $0.93$ ($p < 0.01$). The share of the population who perceive income as unfair or very unfair ranges from 63% in country-years with a Gini in the 0.40 bin (roughly, the average level of inequality in Venezuela during the 2000s), to 88% in country-years with a Gini in the 0.60 bin (roughly, the level of inequality in Honduras during the early 2000s).[^9] The correlation between unfairness views and the Gini is driven by individuals who perceive inequality as very unfair. The correlation between perceptions of a very unfair distribution and the Gini is sizable and statistically significant. In contrast, the correlation between perceptions of a merely unfair distribution and the Gini is small and indistinguishable from zero.

Panel B shows that the evolution of fairness views tends to mirror the evolution of income inequality at country level. Fairness views moved in the same direction as the Gini in 17 out of the 18 countries in our sample. The one exception is Honduras, where, despite falling inequality, the population perceived the distribution as more unjust. Most countries lie in the third quadrant, where both the Gini and unfairness perceptions decreased. The only country where inequality increased (Costa Rica), also saw an increase in unfairness beliefs. In Appendix Figure fig-timeseries-gini-unfair we show that the correlation between the Gini and unfairness views over time is also strong when pooling across countries. In this case, the linear correlation is equal to 0.80 ($p < 0.01$). During 2002–2013, a one percentage point decrease in the Gini was associated with a 1.4 percentage point decrease in the share of the population perceiving the distribution as unfair. To put this figure in context, this means that, at the pace of inequality reduction of the 2000s, it would roughly take Latin America more than a decade to reduce the population that perceives income inequality as unfair to 50%.

## Is Fairness Absolute or Relative?
The literature on inequality measurement makes a crucial distinction between two types of indicators: relative ones (such as the Gini) and absolute ones (such as the variance). Relative indicators fulfill the scale-invariant axiom, while the absolute indicators meet the translation-invariant axiom.[^10] The question of which indicator should be used in practice has led to a heated debate in the literature (Milanovic, 2016). This is because relative and absolute indicators often provide different answers to important issues such as the distributive effects of globalization or trade openness.[^11]

To shed some light on this debate, we assess whether people think about distributive fairness through the lens of relative or absolute indicators. To do this, we take a data-driven approach. We calculate 13 different measures of income inequality for all the countries in our sample and correlate each inequality indicator with the share of the population that believes income distribution is unfair over time.[^12]

We calculate the correlation between unfairness perceptions and each inequality indicator at the regional level using three alternative aggregation methods. First, we calculate each correlation using the individual-level data and pooling all countries and years in our sample (columns 1-3). Second, we calculate the average unfairness views in each country-year and then calculate the correlation between each inequality indicator and the average fairness views in the corresponding country-year (columns 4-6). Third, we calculate the correlation between each inequality indicator and fairness views over time for each country separately (using the individual-level data) and then average the correlations across countries (columns 7-9). Table 1 shows the results.

Fairness views tend to be positively correlated with relative indicators and negatively correlated with absolute ones. In Table 1, column 1 shows that the Gini is the indicator with the highest linear correlation. On the other hand, the absolute indicators of inequality tend to be *negatively* correlated with unfairness perceptions, and the magnitude of such correlations tends to be small. The high correlation between unfairness perceptions and income inequality seems to be driven by the population that perceives inequality as very unfair (columns 2, 5, and 8), rather than just unfair (columns 3, 6, and 9).[^13]

These results are consistent with experimental evidence from Amiel and Cowell (1992) and Amiel and Cowell (1999), who show that support for the scale-invariance axiom is greater than for translation invariance, reflecting greater support for relative inequality indicators.

# Individual-level Fairness Determinants
In this section, we study the individual-level correlates of fairness views. The purpose of this section is twofold. First, to assess whether the association between fairness views and income inequality is robust to including controls. Second, to investigate which individual-level characteristics are systematically related to fairness views.

## Empirical Design

To assess the relationship between individuals' characteristics and fairness perceptions, we estimate two-way fixed effects Logit models. This design controls for two important sources of heterogeneity that could drive the positive association between inequality and fairness perceptions documented in the previous section. First, it controls for country-level heterogeneity. This could matter if, for example, countries with historically extractive institutions have both higher levels of income inequality and more negative fairness views as a legacy of such institutions. Insofar as institutions are stable over time, the country fixed effects deal with this potential bias. Second, the design controls for year-level heterogeneity. This is important if, for example, in some particular years, macroeconomic events such as a financial crisis or a corruption scandal increase income disparities and worsen fairness views, again generating a spurious correlation between inequality and fairness perceptions. Including year fixed effects helps to alleviate such concerns.

Given that changes in fairness views over the last decade were driven by the share of the population that perceived the income distribution as very unfair (Figure fig-fairness-views), in our baseline specification, we focus on explaining the determinants of this variable, although we also show the results for a broader definition of unfairness. We assume that unfairness perceptions can be characterized according to the following equation: $$\begin{align}
 \text{VeryUnfair}_{ict} = F(\lambda_c + \lambda_t + \gamma \text{Gini}_{ct} + \beta x_{ict}),
\end{align}$$ where the dependent variable, $\text{VeryUnfair}_{ict}$ is equal to one if individual $i$ believes that the income distribution of country $c$ during year $t$ is very unfair and zero otherwise. Equation eq_fairness includes country fixed effects, $\lambda_{c}$; year fixed effects, $\lambda_t$; the country's Gini coefficient in year $t$, $\text{Gini}_{ct}$; and a vector of individual characteristics, $x_{ict}$, that contains age, age squared, sex, marital status, education, employment status, an assets index, political ideology, and religious views.[^14] In our baseline specification, $F(\cdot)$ is the logistic function. We cluster the standard errors at the country-by-year level.

We are interested in $\frac{\partial \text{VeryUnfair}_{ict}}{\partial x_{ict}} = \beta f(\cdot)$ and $\frac{\partial \text{VeryUnfair}_{ict}}{\partial \text{Gini}_{ict}} = \gamma f(\cdot)$. The first of these partial derivatives captures the relationship between an individual characteristic and unfairness perceptions, controlling for the rest of the characteristics, the Gini, and the fixed effects. Similarly, $\gamma f(\cdot)$ measures the relationship between the Gini and perceived fairness after controlling for individual-level traits and fixed effects. The magnitude of the partial derivatives depends on the value at which covariates are evaluated. We compute the marginal effects by evaluating all covariates at their average value.

## Regression Results

Table 2 shows the estimated marginal effects under different specifications. Column 1 presents the results controlling only for the fixed effects and the Gini coefficient. Column 2 includes basic demographic indicators (age, gender, and marital status). Column 3 includes dummies for maximum educational attainment (the omitted category is completing up to elementary school). Column 4 includes dummies for labor force participation and unemployment. Column 5 includes an index for access to basic services and asset ownership. Column 6 includes political and religious views.

Consistent with the evidence shown in Section 3, the Gini is positively and statistically significantly related to unfairness perceptions. In a country with average characteristics, a one point decrease in the Gini (from 0.49 to 0.48) decreases the share of the population that believes that the income distribution is very unfair by about half a percentage point ($p < 0.01$). This magnitude does not vary much across specifications (columns 1–6).[^15]

Several individual-level characteristics predict fairness views. Older people are more likely to perceive the income distribution as very unfair, although the relationship between age and unfairness perception is non-linear. On average, males are just as likely as females to perceive the income distribution as very unfair, while married individuals are slightly less likely to do so. Completing high school is negatively associated with perceptions of unfairness, although the magnitude of the coefficient is small. Being economically active does not seem to be correlated with unfairness views, but being unemployed does. On average, unemployed individuals are about two percentage points more likely to perceive the income distribution as unfair than the employed population. The coefficient on the assets index is negative, suggesting that relatively better-off individuals are less likely to view the income distribution as very unfair, although the coefficient is not statistically different from zero. Ideologically conservative people are statistically less likely to perceive the income distribution as very unfair, although the effect size is small (below half a percentage point). Finally, Catholics are less likely to perceive the income distribution as very unfair.

## Robustness

We conduct three robustness checks. First, we use a broader measure of unfairness that equals one if an individual perceives the income distribution as unfair *or* very unfair as the dependent variable in equation eq_fairness. Appendix Table unfair_logit shows the results. The magnitude of the coefficient on the Gini is smaller relative to our baseline specification. Given the relatively large standard errors, the 95% confidence interval on the Gini includes zero; but the interval also contains the estimated marginal effects in our baseline set of regressions (Table 2). In other words, when we use the broader measure of unfairness, our estimates become less informative. This is because strong unfairness views are more strongly correlated with income inequality than weak unfairness views (Table 1 and Figure fig-fairness-gini).[^16]

As a second robustness check, we estimate an analogous specification to the one in column 6 of Table 2, but controlling for inequality indicators other than the Gini coefficient. Appendix Table unfair_ineq_logit shows the results. We find a positive correlation between income inequality and unfairness perceptions across all relative measures of inequality (columns 1–4). The Gini calculated without households with zero income, the Atkinson index, the Theil index, and the Generalized Entropy indicator are consistently correlated with unfairness, and all the coefficients are statistically different from zero at the usual levels. In contrast, the absolute Gini (the only absolute inequality indicator in the table) is negatively correlated with unfairness perceptions, although the coefficient is statistically indistinguishable from zero.

As a final robustness check, we estimate equation eq_fairness using a linear probability model (LPM) instead of a Logit. The choice of a LPM is consistent with the visual evidence shown in Figure fig-fairness-gini, Panel A, where fairness views seem to be linearly related to the Gini coefficient. Appendix Table very_unfair_lpm shows the results. The estimates are quite similar across specifications. For example, in the specification with the larger set of controls (column 6), the marginal effect of the Gini coefficient is 0.68 in the Logit model and 0.63 in the LPM.

## Decomposing Changes in Fairness Views Over Time

Both income inequality and individual-level characteristics are associated with fairness perceptions. Next, we ask which of these two factors mainly explain (in an accounting sense) the reduction in unfairness beliefs over the 2000s. To do this, we perform a Oaxaca-Blinder decomposition, taking 2002 and 2013 as the two groups to be compared (see Appendix sec_oaxaca for details on the Oaxaca-Blinder decomposition). In the decomposition, we use the broad definition of unfairness perceptions as the dependent variable and include controls for demographics, educational attainment, employment status, assets, political views, and religion. Figure 5 summarizes the results.

During 2002–2013, the share of the population perceiving the distribution as unfair decreased 14 percentage points, from 87% to 73%. The decomposition suggests that about 28% of this change (4 percentage points) is accounted for by changes in the elasticity of fairness views to each covariable (i.e., changes in the values of the coefficients in the regression), while the other 72% can be explained by changes in the covariables' values. Among the covariables included in the decomposition, the one that mainly explains the decline in unfairness perceptions is the change in the Gini, which accounts for 88.9% of the explained component. In contrast, changes in the composition of the population only account for 11.1% of the explained component. This result suggests that the decline in unfairness views during the 2000s in Latin America was mainly driven by changes in income inequality and not by changes in the composition of the population.

# The Predictive Power of Fairness Views for Social Unrest
There is a vast literature that relates economic inequality—and more recently, measures of polarization—to social cohesion, conflict, and activism.[^17] Arguably, the relationship between income inequality and conflict is partly mediated by fairness views. That is, many individuals mobilize in part because they believe existing inequities are unfair. However, a given level of income inequality might not be seen as unfair by some individuals due to, for example, misperceptions of the actual level of inequality (Gimpelson and Treisman, 2018) or a perception that income gaps are mainly driven by differences in effort (Alesina, Glaeser, and Sacerdote, 2001). For these reasons, a regression that links social unrest to income inequality can contain substantial measurement error. We sidetrack these issues by directly measuring the link between social unrest and fairness views.

We measure propensity to engage in social unrest using the opinion polls data. For several political activities, Latinobarómetro asks respondents whether they (i) have ever done the activity; (ii) would do the activity; or (iii) would never do the activity. We investigate eight different types of demonstrations: making a complaint on social media, making a complaint to the media, signing a petition, protesting with authorization, protesting without authorization, refusing to pay taxes, participating in riots, and occupying land, factories or buildings. We also create a composite index of political participation which takes the value one if the individual engaged in tax evasion, an illegal protest, signed a petition, or complained to the media, and zero otherwise.[^18] Participation in these activities is self-reported. Given that respondents had no financial incentives for truth-telling, our results should be taken with caution.

For each activity (and the index), we consider two measures of social unrest. First, we use an indicator that takes the value one if an individual says she has done the activity in the past and zero otherwise. Second, we use an indicator that takes the value one if the individual did the activity in the past *or* says that she is willing to do the activity. We use these measures as dependent variables in Logit regressions. The regressions control for unfairness perceptions, the Gini, and individual-level covariates. Unfortunately, participation in political activities is available only in a few years, so our sample size for these regressions is substantially smaller.

Table 3, Panel A shows that unfairness perceptions correlate with participating in political activities in the past. We find positive and statistically significant effects for complaining on social media (column 1) and signing a petition (column 3). Conditional on income inequality, individuals who perceive the income distribution as very unfair are 1.6 percentage points more likely to have complained through social media in the past (from a baseline of 7.8%) and 1.3 percentage points more likely to have signed a petition in the past (from a baseline of 18.6%). The rest of the effects tend to be positive, although not statistically different from zero. Conditional on fairness views, we find a statistically significant correlation between the Gini and complaining on social media (column 1), taking part in an authorized demonstration (column 5), and the composite index (column 9). The effect of income inequality on the rest of the activities is statistically indistinguishable from zero.

Table 3, Panel B shows the results when the dependent variable also includes the willingness to participate in the political activities. The set of political activities predicted by fairness views are somewhat different than in Panel A. In Panel B, we find positive and statistically significant effects for complaining through media (either social media or traditional media, columns 1 and 2, respectively) and refusing to pay taxes (column 6). The magnitude of the coefficients that are statistically significant tends to be larger than in the baseline specification. For example, the effect of unfairness views on the propensity to complain on social media is twice as large in Panel B than in Panel A (3.3 vs. 1.6 percentage points, correspondingly). Finally, we find that—holding fairness views constant—income inequality is predictive of refusing to pay taxes (column 4). The effect of income inequality on the rest of the political activities is not statistically different from zero.

Taken together, these results show that there are political activities for which fairness views and income inequality have predictive power independent of each other (like complaining through social media). However, there are also activities that are exclusively predicted by income inequality (like participating in an unauthorized protest) or fairness views (like signing a petition). This suggests that both fairness views and income inequality capture different channels through which changes in the income distribution can affect social unrest.

# Conclusions
In this paper, we analyze perceptions of distributive justice in a context of falling income inequality. We show that fairness beliefs moved in line with the evolution of objective inequality indicators: both unfairness perceptions and income inequality declined across countries and over time in our sample. Some individual-level characteristics, such as employment status and political ideology, are systematically correlated with fairness views. Fairness views have predictive power for self-reported propensity to mobilize above and beyond income inequality (and vice-versa).

Our findings are relevant for both researchers and policymakers. For researchers, our results suggest that, in some contexts, one can proxy fairness views using relative measures of income inequality, such as the widely used Gini coefficient. This is reassuring since inequality measures are much more widely available than fairness views in standard datasets.

For policymakers, our findings warn about concerning levels of dissatisfaction with existing income disparities. Three in four Latin Americans believe that the income distribution is unfair, and such perceptions have proved to be relatively inelastic to a large compression of the income distribution by historical standards. If fairness perceptions are interpreted as preferences for some leveling of income, our results indicate that a striking majority is in favor of reducing the existing disparities between the rich and the poor, while relatively few people believe that income disparities should remain the same. A second actionable insight for policymakers is that fairness views act as a thermometer of individuals' latent propensity to engage in political activities. Thus, if policymakers want to prevent social unrest, they ought to pay attention to the evolution of fairness views and take preventive measures before the majority of people perceive the income distribution as unfair.

A caveat with our results is that we cannot tell whether most individuals believe that the income distribution is unfair because (i) they have inaccurate views about the level of income inequality (perhaps, believing that income is more unequally distributed than it objectively is); or (ii) individuals accurately assess the level of inequality and believe that existing inequities are unfair (perhaps, because the process that generates income differences is not fair or because existing inequities are too large). Disentangling the contribution of these and other channels is a challenge for future research.

# Tables and Figures
<div class="center">

<div id="tab-rel-fairness">

+:----------------------+:-------:+:-------:+:-------:+:-:+:----------:+:----------:+:----------:+:-:+:--------:+:--------:+:--------:+
|                       |                             |   |                                      |   | Averaging correlations         |
+-----------------------+-----------------------------+---+--------------------------------------+---+--------------------------------+
|                       | Individual-level data       |   | Country-by-year level data           |   | across countries               |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| 2-4                   | U./V.U. | V.U.    | U.      |   | U./V.U.    | V.U.       | U.         |   | U./V.U.  | V.U.     | U.       |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | \(1\)   | \(2\)   | \(3\)   |   | \(4\)      | \(5\)      | \(6\)      |   | \(7\)    | \(8\)    | \(9\)    |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Gini coefficient      | 0.39    | 0.36    | 0.10    |   | 0.84       | 0.82       | 0.25       |   | 0.39     | 0.28     | 0.15     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.07)  | (0.07)  | (0.09)  |   | (0.10)     | (0.16)     | (0.35)     |   | (0.07)   | (0.07)   | (0.09)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Theil index           | 0.39    | 0.38    | 0.05    |   | 0.85       | 0.82       | 0.27       |   | 0.33     | 0.20     | 0.18     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.07)  | (0.07)  | (0.09)  |   | (0.09)     | (0.16)     | (0.35)     |   | (0.07)   | (0.07)   | (0.09)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Atkinson, A(0.5)      | 0.38    | 0.35    | 0.10    |   | 0.84       | 0.82       | 0.25       |   | 0.37     | 0.26     | 0.15     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.07)  | (0.07)  | (0.09)  |   | (0.10)     | (0.16)     | (0.35)     |   | (0.07)   | (0.07)   | (0.09)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Atkinson, A(1)        | 0.36    | 0.30    | 0.13    |   | 0.84       | 0.82       | 0.25       |   | 0.38     | 0.28     | 0.13     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.07)  | (0.08)  | (0.09)  |   | (0.10)     | (0.16)     | (0.34)     |   | (0.07)   | (0.08)   | (0.09)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Mean log deviation    | 0.35    | 0.29    | 0.14    |   | 0.84       | 0.82       | 0.25       |   | 0.38     | 0.28     | 0.13     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.07)  | (0.08)  | (0.09)  |   | (0.10)     | (0.16)     | (0.34)     |   | (0.07)   | (0.08)   | (0.09)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Coefficient Variation | 0.33    | 0.36    | 0.00    |   | 0.78       | 0.78       | 0.19       |   | 0.18     | 0.20     | 0.10     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.08)  | (0.08)  | (0.09)  |   | (0.13)     | (0.16)     | (0.36)     |   | (0.08)   | (0.08)   | (0.09)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Ratio 75/25           | 0.29    | 0.15    | 0.24    |   | 0.80       | 0.78       | 0.26       |   | 0.36     | 0.29     | 0.12     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.07)  | (0.09)  | (0.08)  |   | (0.11)     | (0.17)     | (0.33)     |   | (0.07)   | (0.09)   | (0.08)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Generalized entropy   | 0.29    | 0.35    | -0.04   |   | 0.80       | 0.72       | 0.35       |   | 0.18     | 0.09     | 0.19     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.05)  | (0.08)  | (0.08)  |   | (0.11)     | (0.18)     | (0.34)     |   | (0.05)   | (0.08)   | (0.08)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Ratio 90/10           | 0.23    | 0.10    | 0.21    |   | 0.81       | 0.79       | 0.25       |   | 0.30     | 0.30     | 0.07     |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.07)  | (0.08)  | (0.08)  |   | (0.11)     | (0.17)     | (0.32)     |   | (0.07)   | (0.08)   | (0.08)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Variance              | -0.08   | -0.01   | -0.12   |   | -0.25      | 0.10       | -0.71      |   | -0.06    | 0.04     | -0.12    |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.07)  | (0.08)  | (0.08)  |   | (0.39)     | (0.43)     | (0.14)     |   | (0.07)   | (0.08)   | (0.08)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Absolute Gini         | -0.21   | -0.10   | -0.18   |   | -0.71      | -0.46      | -0.64      |   | -0.18    | -0.10    | -0.22    |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.09)  | (0.10)  | (0.08)  |   | (0.23)     | (0.26)     | (0.31)     |   | (0.09)   | (0.10)   | (0.08)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
| Kolm, K(1)            | -0.31   | -0.18   | -0.22   |   | -0.80      | -0.64      | -0.50      |   | -0.22    | -0.16    | -0.22    |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+
|                       | (0.09)  | (0.10)  | (0.08)  |   | (0.12)     | (0.18)     | (0.37)     |   | (0.09)   | (0.10)   | (0.08)   |
+-----------------------+---------+---------+---------+---+------------+------------+------------+---+----------+----------+----------+

: Correlation between inequality indicators and fairness views, 1997-2015

</div>

</div>

<div class="singlespace">

**Notes:** This table presents correlations between fairness views and income inequality. In columns 1–3, we calculate the correlations at the individual-level pooling all countries and years in our sample. In columns 4–6, we calculate the average unfairness views in each country-year and then calculate the correlation between each inequality indicator in the corresponding country-year and the average fairness views. In columns 7–9, we calculate the correlation between each inequality indicator and fairness views over time for each country separately (using the individual-level data) and then average the correlations across countries. U./V.U. stands for "Unfair or Very Unfair"; V.U. stands for "Very Unfair"; and U. stands for "Unfair." Boostrapped standard errors are in parenthesis.

</div>

<div class="center">

<div id="very_unfair_logit">

+----------------+---+---------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
|                |   | Dependent Variable: Believes income distribution is very unfair                                                                                                           |
+:===============+:==+=========:+:=========+=================:+:=========+=================:+:=========+=================:+:=========+=================:+:=========+=================:+:========:+
| 3-14           |   | \(1\)    |          | \(2\)            |          | \(3\)            |          | \(4\)            |          | \(5\)            |          | \(6\)            |          |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Gini           |   | 0.679    | $^{***}$ | 0.674            | $^{***}$ | 0.678            | $^{***}$ | 0.680            | $^{***}$ | 0.678            | $^{***}$ | 0.684            | $^{***}$ |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   | (0.227   | )        | (0.225           | )        | (0.225           | )        | (0.225           | )        | (0.225           | )        | (0.223           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Age            |   |          |          | 0.004            | $^{***}$ | 0.004            | $^{***}$ | 0.004            | $^{***}$ | 0.004            | $^{***}$ | 0.004            | $^{***}$ |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          | (0.000           | )        | (0.000           | )        | (0.000           | )        | (0.000           | )        | (0.000           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Age squared    |   |          |          | $-$0.000 | $^{***}$ | $-$0.000 | $^{***}$ | $-$0.000 | $^{***}$ | $-$0.000 | $^{***}$ | $-$0.000 | $^{***}$ |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          | (0.000           | )        | (0.000           | )        | (0.000           | )        | (0.000           | )        | (0.000           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Male           |   |          |          | $-$0.002 |          | $-$0.002 |          | $-$0.001 |          | $-$0.001 |          | 0.001            |          |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          | (0.003           | )        | (0.003           | )        | (0.003           | )        | (0.003           | )        | (0.003           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Married        |   |          |          | $-$0.006 | $^{*}$   | $-$0.006 | $^{**}$  | $-$0.006 | $^{*}$   | $-$0.006 | $^{*}$   | $-$0.005 |          |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          | (0.003           | )        | (0.003           | )        | (0.003           | )        | (0.003           | )        | (0.003           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Finished HS    |   |          |          |                  |          | $-$0.010 | $^{*}$   | $-$0.009 | $^{*}$   | $-$0.008 | $^{*}$   | $-$0.006 |          |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          |                  |          | (0.005           | )        | (0.005           | )        | (0.005           | )        | (0.005           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Finished coll. |   |          |          |                  |          | $-$0.001 |          | 0.000            |          | 0.002            |          | 0.006            |          |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          |                  |          | (0.007           | )        | (0.007           | )        | (0.006           | )        | (0.006           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| In labor force |   |          |          |                  |          |                  |          | $-$0.003 |          | $-$0.003 |          | $-$0.002 |          |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          |                  |          |                  |          | (0.004           | )        | (0.004           | )        | (0.003           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Unemployed     |   |          |          |                  |          |                  |          | 0.020            | $^{***}$ | 0.019            | $^{***}$ | 0.019            | $^{***}$ |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          |                  |          |                  |          | (0.007           | )        | (0.007           | )        | (0.007           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Assets index   |   |          |          |                  |          |                  |          |                  |          | $-$0.009 |          | $-$0.007 |          |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          |                  |          |                  |          |                  |          | (0.006           | )        | (0.006           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Conservative   |   |          |          |                  |          |                  |          |                  |          |                  |          | $-$0.003 | $^{*}$   |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          |                  |          |                  |          |                  |          |                  |          | (0.002           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| Catholic       |   |          |          |                  |          |                  |          |                  |          |                  |          | $-$0.011 | $^{***}$ |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
|                |   |          |          |                  |          |                  |          |                  |          |                  |          | (0.004           | )        |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+
| N              |   | 167,436  |          | 166,105          |          | 164,662          |          | 164,436          |          | 164,436          |          | 164,436          |          |
+----------------+---+----------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+------------------+----------+

: Logit regressions of unfairness perceptions (very unfair) and individuals' characteristics

</div>

</div>

<div class="singlespace">

**Notes:** This table shows estimates of the relationship between an indicator that equals one for individuals who believe that the income distribution is very unfair and the Gini coefficient controlling for individuals' characteristics. Coefficients are estimated through Logit regressions and represent the marginal effects evaluated at the mean values of the rest of the variables. Observations are weighted by the individual's probability of being interviewed. All specifications include country and year fixed effects. $^{***}$, $^{**}$ and $^*$ denote significance at 10%, 5% and 1% levels, respectively. Heteroskedasticity-robust standard errors clustered at the country-by-year level in parentheses.

</div>

<div class="landscape">

<div class="center">

<div id="very_unfair_unrest_past">

  ---------------- -- ----------- ---------- ---------- -------- ------------------ --------- ------------------ --- ------------------ -------- -------- --------- ------------------ --- ------------------ --- ----------- --------
                         Complain                                                                                                                  Refuse                                              Occupy        Activism 
                        on social              Complain                      Sign a                   Authorized                Unauth.            to pay                  Participate                land or       composite 
                            media              to media                    petition                      protest                protest             taxes                     in riots              buildings           index 
                            \(1\)                 \(2\)                       \(3\)                        \(4\)                  \(5\)             \(6\)                        \(7\)                  \(8\)           \(9\) 
                                                                                                                                                                                                                              
  Very unfair               0.016 $^{***}$        0.005                       0.013 $^{**}$                0.011       $-$0.001             0.004                        0.002                  0.003           0.006 
                           (0.004 )              (0.004 )                    (0.006 )                     (0.007 )               (0.004 )          (0.005 )                     (0.002 )               (0.002 )        (0.013 )
  Gini                      0.322 $^{*}$          0.209            $-$0.123             $-$0.060                  0.164 $^{*}$      0.105                        0.015       $-$0.054           0.643 $^{*}$
                           (0.175 )              (0.182 )                    (0.287 )                     (0.149 )               (0.092 )          (0.089 )                     (0.034 )               (0.040 )        (0.336 )
  Mean Dep. Var.            0.078                 0.072                       0.186                        0.080                  0.046             0.043                        0.011                  0.015           0.251 
                                                                                                                                                                                                                              
  Very unfair               0.033 $^{**}$         0.031 $^{*}$     $-$0.012                        0.025                  0.016             0.024 $^{**}$     $-$0.003       $-$0.001           0.011 
                           (0.015 )              (0.017 )                    (0.008 )                     (0.025 )               (0.014 )          (0.010 )                     (0.006 )               (0.008 )        (0.015 )
  Gini                      0.627                 0.603            $-$0.597                        0.162                  0.452             0.629 $^{*}$                 0.039                  0.014           0.954 
                           (0.786 )              (0.842 )                    (0.479 )                     (0.661 )               (0.446 )          (0.328 )                     (0.107 )               (0.147 )        (0.695 )
  Mean Dep. Var.            0.413                 0.477                       0.527                        0.296                  0.210             0.187                        0.063                  0.084           0.688 
  N                        18,605                18,827                      52,704                       17,475                 18,846            18,553                       16,823                 16,779          18,155 
  ---------------- -- ----------- ---------- ---------- -------- ------------------ --------- ------------------ --- ------------------ -------- -------- --------- ------------------ --- ------------------ --- ----------- --------

  : Logit regressions of unfairness perceptions (very unfair) and activism

</div>

</div>

<div class="singlespace">

**Notes:** This table shows estimates of the determinants of participating in the political activity listed in the column header. Coefficients are estimated through Logit regressions and represent the marginal effects evaluated at the mean values of the rest of the variables. Observations are weighted by the individual's probability of being interviewed. All specifications control for age, age squared, gender, marital status, maximum educational attainment, labor force participation, unemployment status, assets index, political ideology, and religion. The regression in column 3 also controls for country and year fixed effects. Column 9 shows a composite index which takes the value one if the individual reports having engaged in tax evasion, an illegal protest, signed a petition, or complained in the media, and zero otherwise. The rest of the political activities are available in only one year and thus we cannot include fixed effects. Participation in political activities is self-reported. $^{***}$, $^{**}$ and $^*$ denote significance at 10%, 5% and 1% levels, respectively. Heteroskedasticity-robust standard errors clustered at the country-by-year level in parentheses.

</div>

</div>

<figure id="fig-fairness-views-countries" data-latex-placement="htp">
<div class="centering">
<div class="minipage">
<embed src="../results/../results/fig-intensity-fairness.pdf" />
</div>
<div class="minipage">
<embed src="../results/fig-chg-fairness-0213.pdf" />
</div>
</div>
<p><strong>Notes</strong>: Panel A shows the percentage of individuals who perceive the income distribution as very unfair, unfair, fair, and very fair in our sample. We calculate the shares as the unweighted average of fairness views across the 18 countries in our sample. Panel B presents the percentage of the population who perceives the income distribution as either unfair or very unfair in 2002 and 2013 in each country of our sample.</p>
<figcaption>Panel B. Fairness views across countries<br />
(2003 vs. 2013)</figcaption>
</figure>

<figure id="fig-chg-gini-unfair-0213" data-latex-placement="htpb">
<figure id="fig-binscatter-gini-unfair">
<embed src="../results/fig-binscatter-gini-unfair-all.pdf" />
<figcaption>Panel A. Correlation between unfairness views and Gini</figcaption>
</figure>
<figure id="fig-chg-gini-unfair-0213">
<embed src="../results/fig-chg-gini-unfair-0213.pdf" />
<figcaption>Panel B. Change in fairness and Gini across countries</figcaption>
</figure>
<p><strong>Notes:</strong> Panel A shows a binned scatterplot of fairness views and the Gini coefficient. To construct this figure, we group the Ginis of all country-years in bins of width equal to 0.02 Gini points and calculate the average fairness perceptions in each bin.</p>
<p>Panel B plots the percentage point change between 2002 and 2013 in the share of the population that believes that the income distribution is either unfair or very unfair (<span class="math inline"><em>y</em></span>-axis) against the change in the Gini coefficient between 2002 and 2013 (<span class="math inline"><em>x</em></span>-axis) for countries in our sample. Due to a break in data comparability or household data unavailability, for some countries, we use inequality data from adjacent years. In 2002, we use: Argentina 2004, Chile 2003, Costa Rica 2010, Ecuador 2003, Guatemala 2006, Nicaragua 2001, Panama 2008, and Peru 2004. In 2013 we use: Guatemala 2014, Mexico 2014, Nicaragua 2014, and Venezuela 2012. See Appendix <a href="#sec_data" data-reference-type="ref" data-reference="sec_data">[sec_data]</a> for more details.</p>
<figcaption>Panel B. Change in fairness and Gini across countries</figcaption>
</figure>

<figure id="fig-oaxaca" data-latex-placement="htp">
<img src="../results/fig-oaxaca-0213.png" />
<p><strong>Notes:</strong> This figure presents estimates of the Oaxaca-Blinder decomposition (see Appendix <a href="#sec_oaxaca" data-reference-type="ref" data-reference="sec_oaxaca">[sec_oaxaca]</a>). The dependent variable is an indicator that equals one for individuals who believe that the income distribution is unfair or very unfair. The regressors in the decomposition include the Gini coefficient, age, age squared, and dummy variables for marital status, gender, educational attainment, labor force participation, unemployment status, an assets index, political ideology, and religious views. The “explained” part of the results refers to changes in the value of the covariables, while the “unexplained” refers to changes in the coefficients and the interaction terms.</p>
<figcaption>Oaxaca-Blinder decomposition of unfairness perceptions, 2002-2013</figcaption>
</figure>

<div class="singlespace">

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[^1]: Researchers have studied how income inequality affects cooperation (Cozzolino, 2011), demand for redistribution (Meltzer and Richard, 1981; Finseraas, 2009), dishonesty (Neville, 2012), social cohesion (Alesina and Perotti, 1996), subjective wellbeing (Oishi, Kesebir, and Diener, 2011), and trust (Gustavsson and Jordahl, 2008).

[^2]: For example, one important reason why social cohesion might be related to income inequality is that, as inequality increases, more individuals perceive the income distribution as unfair, making them more prone to mobilize. Similarly, we would not expect inequality to be negatively linked to subjective wellbeing if increases in income disparities were perceived as fair.

[^3]: Mismatches between beliefs and reality are important because there is mounting evidence that perceptions of facts, more than facts themselves, affect individual behavior. For example, demand for redistribution is affected more by perceptions of the income distribution than by the actual distribution (Gimpelson and Treisman, 2018; Choi, 2019). Thus, understanding what people believe about the income distribution is important from a policy perspective. If there are mismatches between perceptions and reality, interventions that make information less costly or more salient might be desirable.

[^4]: A related literature exploits opinion surveys to study distributive issues in Latin America. CEPAL (2010) documents patterns of perceptions of distributive inequity during 1997–2007. Using data from Argentina, Rodríguez (2014) shows that people who consider their income to be fair tend to perceive lower levels of inequality. Martínez Correa, Peñaloza Pacheco, and Gasparini (2020) explore the effect of immigration on preferences for redistribution in Latin America.

[^5]: The widespread decline in inequality contrasts to what happened in other developing regions in the world, where inequality modestly decreased (e.g., such as in the Middle East and North Africa), or even increased (such as in East Asia and Pacific, c.f. Alvaredo and Gasparini, 2015). In developed countries, inequality tended to increase (Atkinson, Piketty, and Saez, 2011).

[^6]: In Appendix Table tab-coverage we show the percentage of the voting-age population represented by the opinion polls in our sample for the years in which fairness data is available.

[^7]: Latinobarómetro does not ask respondent *why* they believe that the income distribution is unfair. It is possible that some people view the distribution as unfair because existing disparities are not sufficiently large. We think that this is unlikely and interpret unfairness views as reflective of too much inequality.

[^8]: In Appendix app_lb_sedlac, we show that Latinobarómetro's sample is similar to the sample in SEDLAC.

[^9]: An OLS regression of unfairness views on the Gini estimated on the plotted points yields an intercept of 28.2. This implies that, even in a society where all incomes are equalized, about 28% of the population would still perceive the income distribution as unfair. This exercise relies on the strong assumption that the relationship between fairness views and income inequality is linear. While such a relationship indeed appears to be linear in Panel A, our data only covers a very narrow range of Gini coefficients (between 0.40 and 0.60). It is likely that the relationship is non-linear for Gini coefficients close to zero or one.

[^10]: These two axioms yield different implications for how inequality responds to a proportional change in the income of the entire population. A proportional income increase does not generate changes in income inequality as measured by relative indicators, but can provoke a large increase in inequality as measured by absolute indicators.

[^11]: As measured by absolute indicators, globalization has deteriorated the income distribution since the absolute income difference between the rich and the poor has increased. However, under the lens of relative measurement, globalization reduced income inequality since the poor's income has grown proportionally more than the income of the rich.

[^12]: The indicators are the Gini coefficient, the ratio between the 75th percentile and the 25th percentile of the income distribution, the ratio between the 90th and 10th percentile, the Atkinson index with an inequality aversion parameter equal to 0.5 and 1, the mean log deviation, the Theil index, the Generalized entropy index, the coefficient of variation, the absolute Gini, the Kolm index with an inequity aversion parameter equal to one, and the variance of the per capita household income (in 2005 PPP). These last three indices correspond to the absolute inequality measures, while the other ten indicators are relative inequality measures.

[^13]: It is interesting to note that indicators sometimes mentioned in the mass media, such as the ratio between the richest 90% and the poorest 10%, exhibit low explanatory power. This may be due to mismeasurement of top incomes in household surveys.

[^14]: The assets index takes the value one if individual $i$ has access to running water and sewerage, owns a computer, a washing machine, a telephone, and a car. In household surveys, these variables tend to be correlated with household income, although the correlation is usually small. Unfortunately, we do not observe household income in the Latinobarómetro data. To measure political views, we rely on the question *"In politics, people normally speak of "left" and "right." On a scale where 0 is left and 10 is right, where would you place yourself?"* We interpret values closer to zero (ten) as closer to a liberal (conservative) worldview. We measure religious views using a dummy that is equal to one if individual $i$ is a Catholic —the predominant religion in the region—coding other religions (and lack of religion) as zero.

[^15]: It is important to stress that the interpretation is not necessarily causal. The relationship between income inequality and unfairness perceptions can go both ways. On the one hand, higher inequality can increase the share of the population that believes the distribution is very unfair. But as more people perceive inequality as very unfair, the income distribution can change through several channels (e.g., more corruption or social unrest).

[^16]: The coefficients of some individual-level characteristics are also different when using the broader definition of unfairness views. The effect of completing college on perceptions of unfairness becomes strong and statistically significant. Civil status stops being statistically significant, while the male dummy becomes negative and statistically significant (in both cases consistently so across specifications). The coefficient on the assets index becomes larger and statistically different from zero. Finally, the effect of political ideology and religious views becomes statistically indistinguishable from zero. These results suggest that the population that perceives the income distribution as very unfair tends to be different in observable variables than the population that believes that the income distribution is merely unfair.

[^17]: For instance, Gasparini et al. (2008) find a strong empirical correlation between inequality and conflict in Latin America. Most previous studies linking inequality and conflict are based on cross-country regressions, and therefore have a notably smaller sample size than our paper.

[^18]: We use those four measures to construct the index because we do not have data on the other political activities during 2015. Other years have data on fewer political activities.
