Income Differentials in The Formal Work of Pendular
Migrants in the Northeast States: A Quantile
Regression Approach
Cicera Darla Lopes da Silva, Wellington Ribeiro Justo and Luís
Abel da Silva Filho
Lecturas de Economía - No. 101. Medellín, enero-junio 2024
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)
Lecturas de Economía, 101 (enero-junio 2024), pp. 71-104Página 1 de 1CROSSMARK_logo_3_Test
25/06/2020file:///D:/Paty/LecturasEconomia/LEvol93_2020/LEVol93Abr26_2020/ART_340990/CR...
Cicera Darla Lopes da Silva, Wellington Ribeiro Justo and Luís Abel da Silva Filho
Income Differentials in The Formal Work of Pendular Migrants in the Northeast
States: A Quantile Regression Approach
Abstract: In the Brazilian domestic sphere, more research is needed to address the perspective of migra-
tory commuting associated with differentials in earnings from work, especially in the Northeast region.
Therefore, this article aims to analyze the income differentials from formal work among commuting
migrants from the Brazilian Northeast Region in 2009 and 2019, based on RAIS data and the use
of the method of Quantile Regressions. The results showed that the characteristics of gender, race/color,
length of employment, and education corroborate income differentials in the Northeastern labor market
among commuters. It was verified that the positive effect on income was more remarkable, in both years,
for white men with more than ten years of experience in the job and a higher level of education (master’s
and doctorate), mainly in the higher quantiles of the conditional distribution salary.
Keywords: labor income differentials, commuting migration, formal labor market, quantile regression.
JEL Classification: J0, J15, J61.
Diferenciales de Ingresos en el Trabajo Formal de los Migrantes Pendulares en
los Estados del Noreste: Un enfoque de regresión cuantil
Resumen: En el ámbito doméstico brasilero, se observan pocas investigaciones que aborden la per-
spectiva del desplazamiento migratorio asociado a los diferenciales en la remuneración del trabajo, es-
pecialmente cuando se trata de la región Nordeste. En vista de eso, este artículo tiene como objetivo
analizar los diferenciales de ingresos del trabajo formal entre los migrantes de la Región Nordeste de
Brasil en los años 2009 y 2019, con base en datos del RAIS y el uso del método de regresión por
cuantiles. Los resultados mostraron que las características relacionadas con el género, la raza/color,
la duración del empleo y la educación corroboran los diferenciales de ingresos en el mercado laboral del
noreste entre los viajeros. Se verificó que el efecto positivo sobre el ingreso fue mayor, en ambos años,
para los hombres blancos, con más de diez años de experiencia en el trabajo y mayor nivel de educación
(maestría y doctorado), principalmente en los cuantiles más altos de la distribución salario condicional
Palabras clave: diferenciales de ingresos laborales, migración de desplazamiento, mercado de trabajo
formal, regresión cuantil.
https://doi.org/10.17533/udea.le.n101a353064
Este artículo y sus anexos se distribuyen por la revista Lecturas de Economía bajo los términos de la Licencia Creative
Commons Atribución-NoComercial-CompartirIgual 4.0. https://creativecommons.org/licenses/by-nc-sa/4.0/
![](data:image/png;base64,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)
Différences de revenus dans le travail formel des migrants pendulaires dans les
États du Nord-Est: Une approche de régression par quantile
Résumé: Dans la sphère domestique brésilienne, peu de recherches abordent la perspective du dé-
placement migratoire associé aux différentiels de rémunération du travail, en particulier dans la région
du Nord-Est. C’est pourquoi cet article vise à analyser les écarts de revenus du travail formel parmi
les migrants de la région du Nord-Est du Brésil pour les années 2009 et 2019, en se basant sur les
données du RAIS et en utilisant la méthode de régression par quantile. Les résultats ont montré que
les caractéristiques liées au sexe, à la race/couleur, à la durée de l’emploi et à l’éducation corroborent
les écarts de revenus sur le marché du travail du Nordeste parmi les voyageurs. L’effet positif sur les
revenus s’est avéré plus important, pour les deux années, pour les hommes blancs ayant plus de dix ans
d’expérience professionnelle et des niveaux d’éducation plus élevés (maîtrise et doctorat), principalement
dans les quantiles supérieurs de la distribution conditionnelle des salaires.
Mots clés: différentiels de revenus du travail, migration pendulaire, marché du travail formel, régres-
sion quantile.
Cómo citar / How to cite this item:
da Silva, C. D. L., N., Justo, W. R., & Silva Filho, L. A. D. (2023). Income Differentials in
The Formal Work of Pendular Migrants in the Northeast States: A Quantile Regression
Approach. Lecturas de Economía, 101, 71-104.
https://doi.org/10.17533/udea.le.n101a353064
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)
Income Differentials in The Formal Work of Pendular Migrants
in the Northeast States: A Quantile Regression Approach
Cicera Darla Lopes da Silva a, Wellington Ribeiro Justo b and Luís
Abel da Silva Filho c
Introduction. –I. Methodological Procedures. –II. Commuting Migration and
Insertion of Formal Work in The Northeast. –III. Socioeconomic and Demographic
Characterization of Commuting Migrants and Non–Commuting Migrants in the
Northeast – 2009/2019. –IV. Results and Discussions. –Conclusions. –Ethics
Statement. –References.
Original manuscript received on 14 March 2023; final version accepted on 11 November 2023
Introduction
From the 1980s onwards, the dynamics of urban spaces in Brazilian cities
underwent significant transformations, resulting from trends in migratory
flows and urban-regional dynamics throughout the country. In this process,
migratory flows had a relevant influence. The reconfiguration of population
dynamics was partly due to the deconcentration of economic activity over
time, mainly concerning the decade mentioned above, marked by productive
restructuring and regional development policies, which resulted in a rupture
in the trends of migratory flows interregional (Correia & Ojima, 2017) and
the emergence of new displacement axes (Lima, 2018).
a Cicera Darla Lopes da Silva: Professor at Regional University of Cariri – URCA, Departament
of Economics, Crato, Ceará, Brazil. E-mail: ciceradarla.lopes@urca.br
https://orcid.org/0000-0003-4762-4323
b Wellington Ribeiro Justo: Professor at Regional University of Cariri – URCA, Departament of
Economics, Crato, Ceará, Brazil. E-mail: wellington.justo@urca.br
https://orcid.org/0000-0002-4182-4466
c Luís Abel da Silva Filho: Professor at Regional University of Cariri - URCA, Departament of
Economics, Crato, Ceará, Brazil. E-mail: luis.abel@urca.br
https://orcid.org/0000-0002-7453-1678
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAKoCAYAAABA9Uc3AAAAAXNSR0IArs4c6QAAG1tJREFUeF7t1cEJADAMxLBm/6FT6BD1R1ngQAQ8u7vHESBAgAABAt8FRoS/mxskQIAAAQJPQIQ9AgECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgQuFB+Ynw3h5PIAAAAASUVORK5CYII=)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
In this context, commuting in Brazil gained momentum and importance,
especially in the 1980s/1990s, through the transformations that occurred in
the country during this decade (Delgado et al., 2016).
Regarding its concept, commuting migration can be understood as the
displacement that occurs daily between the municipality of residence of the
individual and another different municipality, with the purpose of work and
study (Mouraet al., 2005; Sobreira, 2007), being predominant in the main
metropolitan areas, and may also extend; for smaller agglomerations (Del-
gado et al., 2016).
As with other types of mobility, commuting incurs financial and time
costs. Thus, the decision to commute is made in an environment involv-
ing individual motivations and circumstances that change throughout life and
space (de Brito et al. 2018). However, such a decision to work in a munici-
pality other than that of residence is rational, where individuals who opt for
commuting would do so for a greater wage return or a gain in well-being re-
lated to better housing conditions in the place of residence, considering the
costs of commuting to work (Stutzer & Frey, 2008).
To Sobreira (2007), those who commute in general obtain a higher income
when compared to those who do not travel to work in another municipality
far from their residence; this is because, from the author’s point of view, such
mobility is associated with socioeconomic differences in society, where popu-
lations of different classes carry them out. Each location has a characteristic
that conditions selectivity in such displacements.
Within the empirical perspective of migration, several works discuss the
existence of income differentials between migrants and non-migrants, both in
the national and international economic literature (Batista & Cacciamali, 2009;
Chiswick, 1978; de Aguiar et al., 2018; de Beaumont & Yang, 2008; Gama &
Machado, 2014; Santos, 2018; Santos & Lelis, 2018; Silva-Filho, 2017; Silva-
Filho & Resende, 2018). These studies, however, are consensual, and in all of
them, it is observed that migrants earn higher incomes than non-migrants.
As for commuting, according to Santos and Lelis (2018), only some stud-
ies in Brazil seek to explore the income earned by workers associated with
commuting. This gap is even more remarkable when considering research
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![](data:image/png;base64,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)
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on the country’s Northeast region. However, some studies in the literature
attest to the existence of income differentials in favor of those who choose to
commute compared to those who do not commute (Lameira, 2016; Santos,
2018; Santos & Lelis, 2018; Sidrim & Fusco, 2019).
It is worth noting, however, that to date, no study analyzes wage differ-
entials due to migratory commuting in formal work. In Brazil, commuting
in formal work can be verified through a micro database from the Ministry
of Labor. Thus, it is possible to know which employed people work in a
municipality and live in another municipality different from the one where
they work. Furthermore, the uniqueness of this article occurs when it is ob-
served that all the literature on migratory commuting in Brazil considers other
databases and does not analyze the formal sector of the country’s economy.
Knowing that this sector is what ensures social guarantees for workers in the
country, investigating commuting in formal work is relevant as an object of
this investigation.
It should also be noted that this article aims to observe wage differentials
throughout the conditional distribution of income, since there is, in the migra-
tory commuting of formal work in the Northeast, a migration to large urban
centers of people with low levels of employment opportunities. work in its
surroundings, as there still is, however, there is a commuting mobility from
large urban centers to the periphery of people with high levels of formal quali-
fications who live in the centers and work in the surrounding cities. Therefore,
analyzing the points of the conditional distribution of work through quantile
regressions is appropriate for this investigation. In this sense, its originality
ensures academic relevance to a study of this nature to understand the dynam-
ics of migratory commuting in formal work in the Northeast.
Given the above, this study aims to analyze the impacts of socioeconomic
and demographic characteristics on the differentials in income from formal
work among commuting migrants in Northeast Brazil. The study is based on
the RAIS database and uses the Quantile Regression method. Furthermore,
the current search justifies contributing empirically to the base of knowledge
about commuting migrations; given the lack of studies whose themes are
focused on this perspective of migratory commuting and the formal labor
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
market in the Brazilian Northeast, this work thus becomes a pioneer in the
subject and advances on such literature.
In addition to this introduction, the article is structured in five sections.
The second section presents the methodological procedures, such as the de-
scription of the data and the econometric method used. The third section
presents descriptive statistics and discussions in light of current literature; the
results and discussions are presented in the following section. Furthermore,
finally, in the fifth section, there are the final considerations.
I. Methodological Procedures
This section aims to demonstrate the methodological procedures adopted
in the study, where the data source and the econometric method will be de-
scribed. Thus, the database used was taken from the Annual List of Social
Information (RAIS) of the Secretariat for Social Security and Employment
of the Ministry of Labor and Social Security. This data source was chosen
because it has information on workers inserted in the formal labor market
throughout the national territory and because it constitutes an essential source
for analyzing the migratory flows of workers for formal work in Brazil.
A. Coverage area and time frame
The chosen study area corresponds to the Northeast Region of Brazil,
considering all its federal states with a time frame that comprises the years
2009 and 2019, according to the availability of RAIS data.
B. Description of variables
The variables used in the present study are described in Table 1. These
variables have both socioeconomic and demographic characteristics that can
influence the differentials in earnings from work and are widely accepted by
the national literature on migrations and differentials in earnings, being used
as control variables both on the migration decision and on labor income dif-
ferentials (Freguglia, 2007; Gama & Hermeto, 2017; Maciel & Oliveira, 2011;
Silva Filho, 2017; Silva-Filho; 2019).
77
![](data:image/png;base64,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)
78
Table 1. Description of the variables used based on the 2009/2019 RAIS
Migrates Binary (1) for people who lived in a different municipality than
where they worked in 2009 and 2019, respectively; (0) for those
residing in the same municipality of work according to the RAIS
in 2009 and 2019.
Sex Binary (1) for individuals declared male; (0) for female.
Age Age of the reference person in the research.
White man For white race/color men.
White woman For women of white race/color.
Yellowman For men of race/color yellow.
Woman yellow For women of race/yellow color.
Black man For black race/color men.
Black woman For women of black race/color.
Man brown For men of mixed race/color.
Woman brown For women of mixed race/color.
Farming For formal workers allocated in the agricultural sector.
Industry For formal workers allocated in the industry sector.
Construction For formal workers allocated in the civil construction sector.
Trade sector For formal workers allocated in the trade sector.
Services For formal workers allocated in the service sector.
Public administration For formal workers allocated to public administration.
Education, culture and health
services, and other services.
For formal workers allocated in the education, culture, and
health services sector and other services.
Domestic services For formal workers allocated in the domestic services sector.
Disabled person For formal workers with disabilities.
Industry opting for the simple
national
For formal workers allocated in companies that opted for taxa-
tion of the simple national.
Micro For formal workers in micro-enterprises.
Small For formal workers of small companies.
Average For formal workers in medium-sized companies.
Big For formal workers of large companies.
Up to 1 year For workers who have been in employment for up to one year.
Continued
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
Table 1. Continuation
More than 1 to 2 For workers who have been in employment for one to two years.
More than 2 to 3 For workers who have been in employment for two to three
years.
More than 3 to 5 For workers who have been in employment for three to five
years.
More than 5 to 10 For workers who have been in employment for five to ten years.
More than 10 For workers who have been in employment for more than ten
years.
Uneducated or with incom-
plete primary education
For people who had no education or had at least incomplete
primary education.
Complete primary education
and incomplete secondary ed-
ucation
For people who had completed elementary school and incom-
plete high school.
Complete high school and in-
complete higher education
For people who had completed high school and incomplete
higher education.
Complete higher education For people who had completed higher education.
Master’s degree For people who have a master’s degree.
Doctorate For people who had doctorates.
Income from work Income per hour worked.
Source: Own elaboration based on data from the RAIS 2009/2019.
C. Descriptions of the Quantile Regression Method
The Quantile Regression method was proposed by Bassett and Koenker
(1978). Since then, it has been widely used in studies of an empirical nature
that seek to analyze how the quantiles of a dependent variable change with
variations in the independent variables. Thus, they make it possible to verify
the impact of the explanatory variables (independent) on the different points
of the conditional distribution of the explained variable (dependent), making
it possible to explore more significant amounts of information from the data.
Furthermore, they differ from the Ordinary Least Squares (OLS) method,
which only estimates the average effect of a variable on the conditional distri-
bution of a dependent variable.
79
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)
80
The use of Quantile Regressions, according to Buchinsky (1998), allows
for reducing the presence of Outliers by percentiles and presents more fair
estimates, that is, robust when compared to Ordinary Least Squares (OLS),
which present only average estimates.
Therefore, this study resorts to Quantile Regression to estimate the ef-
fects of socioeconomic and demographic characteristics on the earnings dif-
ferentials commuters, in quantiles of yi (10, 50, 90), Quantile ten, fifty (me-
dian), and ninety. Estimations based on these points are intended to explore
the lower and upper tails, the middle, and the left and right tails of the con-
ditional distribution of earnings, verifying disparities in labor income existing
in such quantiles.
In this study, the explained or dependent variable assumes the function
of the natural logarithm of labor income (ln_rendatrab), which is explained
through a set of socioeconomic and demographic characteristics of individ-
uals and their work occupations (sex and race/color, age, age², sector of oc-
cupation, size of establishment, length of employment and education). The
aim is to analyze the effects of each of these variables on the quantiles of the
distribution of labor income for commuters for formal work in the Northeast.
Thus, if (xiyi), i = 1, . . . , n, represents a random sample of commuting
formal workers in the Northeast, in which it xi assumes the function of a
vector of (K × 1) explanatory variables and yiis the dependent variable to be
explained at the various points of the conditional distribution of income, the
θ-ésimo quantile of the explained variable yi is described as follows:
F 1 = inf {y : F (y) ≥ 0} (1)
where F is described as an unconditioned distribution function of (y). If there
is a linear relationship between the explained variable y and its explanatory
variables (x), the mathematical representation of the equation is presented
and expressed by:
yi = x′
iβ + μi (2)
Thus, in (2), β it refers to a vector of estimated parameters and the quan-
tiles yi(10, 50, 90) conditional distribution of labor income defined from the
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
![](data:image/png;base64,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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
quantiles of the conditional distribution of errors, as follows the equation
below:
P r
(
yi ≤ y
xi
)
= Fμθ
(
y − x′βθ
xi
)
, 1 = 1, . . . , n (3)
From the mathematical representation of equation (3), the Quantile Re-
gression model can be defined as follows:
Qθ
( yi
xi
)
= x′
iβθ + F 1 (θ) (4)
Quantile Regression, the quantiles yi (10, 50, 90)must be read as uncon-
ditional, being the solution of a maximization problem. Therefore, the βθ
quantile regression estimator (equation 4) needs to be defined from an objec-
tive function:
min
β
1
n
∑
i:yi≥x′
iβ
θ ∣
∣yi − x′
iβ∣
∣ + ∑
i:yi<x′
iβ
(1 − θ) ∣
∣yi − x′
iβ∣
∣
= min
β
1
n
n∑
i=1
ρθ(uθi ) (5)
Differently from what we have in estimates by Ordinary Least Squares,
with estimation by Quantile Regression, there is the minimization of absolute
values of the variables since the solution is obtained through linear program-
ming. Therefore, the model presented in equation (6) represents a conditional
function of each quantile of the explained variable y given a matrix x of ex-
planatory variables, defined below:
Qyi
( θ
x
)
= Xβ (θ) , onde θ = [0, 1] (6)
In this way, at each of the quantiles the effect of the explanatory variables
contained in yi(10, 50, 90), on the explained variable y(lnrendatrab), at each
81
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)
82
point of the conditional distribution of income earned in formal work by
commuting migrants is captured x.
Where, for everyone i, w as the neperian logarithm of labor income, while
the covariates are defined in frame 11.
II. Commuting Migration and Insertion of Formal Work in The Northeast
This section presents, through a quantitative approach, the occurrence of
commuting due to formal work, as well as the average income from this work
in the municipalities of the Northeast in the years 2009 and 2019.
Figure 1 shows the concentration of commuting migrants in the formal
labor market in the municipalities of the Northeast region in 2009 and 2019.
Those who carry out migratory commuting are concentrated in a more sig-
nificant proportion, mainly in the municipalities that are part of the capitals
of each state and, nevertheless, to a lesser extent in the municipalities sur-
rounding these metropolises. Among them, Fortaleza, the capital of the state
of Ceará, is highlighted, followed by the municipality of Recife, the capital
of Pernambuco, and Salvador in Bahia, as the main ones in terms of higher
concentration.
Moreover, it is also observed that in the rest of the other states that form
the Northeast region, in what belongs to their capitals, the same dynamics of
these flows can be verified; the capitals of these states are where commuting
migrants for formal work go the most, this goes against what the national
literature points out, that commuting predominates in urban agglomerations,
mainly in metropolitan regions (Cintra et al., 2009; Delgado et al., 2016). Thus,
it is associated with the integration and functional interdependence that char-
acterize conurbation regions, namely, metropolitan regions or clusters special-
ized in a specific economic activity (Oliveira & Givisiez, 2018).
1 In estimating the Quantile Regression, the variables “person with a disability” and “industries
opting for Simples Nacional” were disregarded, as they are not relevant, according to the
economic literature, in determining wages.
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
Figure 1. Commuting migrants inserted in the formal labor market in municipalities in
the Northeast, 2009/2019
Source: Own elaboration based on RAIS data – 2009/2019.
Concerning 2019, there is a certain homogeneity in the concentration of
formal commuting workers in all states of the Northeast. However, in this
period, there was a more significant intensification of these flows both in the
metropolitan areas of each state and in some municipalities in their interior,
for the latter, probably due to the development of economic activity. In this
regard, as highlighted on the map, the case of the municipalities that form
the Mesoregion of the São Francisco Valley in Bahia, particularly Juazeiro.
Such dynamics in this municipality are associated with the development of
irrigated agriculture in the Juazeiro/Petrolina Pole, which contributed to the
expansion of production and productivity of crops intended for the foreign
market instead of food production (da Silva & de Souza, 2018).
Furthermore, there is a significant concentration of commuting migrants
in some cities in southern Bahia and the extreme west of Bahia, the latter
being an integral part of the dynamics of MATOPIBA’s agribusiness.
83
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)
84
It is also observed that for both years, Mossoró, located in the Mesore-
gion of the West Potiguar, stands out among the other municipalities in the
state, which are far from the capital and present a considerable concentra-
tion of commuting migrants in the formal labor market. Along the same
lines, the city of Imperatriz, located in Maranhão, also stands out regarding
commuting migrants. Indeed, this concentration is associated with the city’s
economy, which is based on the tertiary sector, represented mainly by trade
and services. Recently, a new industrialization process has begun centered on
furniture production and the presence of an industry focused on pulp and
paper production (Borges et al, 2014).
In addition to these, it should be noted that among the other central
metropolitan regions of each state that make up the Northeast region con-
cerning the concentration of formal commuting workers, the capital, São Luís
obtained a relative share of the flows of commuting migrants in formal work
for both periods mentioned in the study, as well as in neighboring municipal-
ities. The result is linked to the great concentration of formal employment
in the expanding sectors of civil Construction and Commerce (Holanda &
Júnior, 2015).
In both years, the metropolitan areas of Fortaleza, Recife, and Salvador
showed the same trend in the concentration of commuting migrants in the
formal labor market among the other regions of the Northeast. The dynamics
of these municipalities in becoming the largest concentrations of commuting
migrants in the entire Northeast region are mainly related to their population
aspects, such as density and economic aspects, GDP, sectors of activities, and
a higher income from work, which constitute attractive factors for the occur-
rence of pendulum movements.
Thus, from what was ascertained, there is a greater concentration of com-
muting migrants, mainly in the largest municipalities, in terms of economic
dynamics, that is, the capitals of each state in the Northeast, especially in its
metropolitan areas. However, it should be noted that as we move away from
these large metropolises, there is a reduction in the concentration of commut-
ing migrants, except for some municipalities that maintain solid economic
activity on the rise.
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
Figure 2 shows the average income from formal work according to the
municipalities in the Northeast region in 2009 and 2019. higher income from
formal work compared to those on a smaller scale.
Figure 2. Average income from formal work in the municipalities of the Northeast,
2009/2019
Source: Own elaboration based on data from RAIS, 2009/2019.
In 2009, the number of municipalities that were part of the smaller scale
was 1238, reducing to 861 municipalities in 2019, meaning an improvement in
average income. Concerning the municipalities that were part of the scale with
the highest average income from formal work 2009, the numbers were 84, in-
creasing to 49 municipalities in 2019, showing a deconcentration of the average
income from formal work.
It is possible to observe that the states of Ceará and Piauí, notably, com-
paring the two years of analysis of the study, were the ones that had the high-
est number of municipalities allocated in other scales of average income from
formal work. For the year 2009, the municipalities in Ceará with the highest
85
![](data:image/png;base64,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)
86
average income from work were the municipalities of General Sampaio, Catunda,
Banabuiú, Catarina, Saboeiro, Antonina do Norte, Granjeiro and Missão Velha,
whereas, in 2019, these municipalities in Ceará reduced for more minor scales
of medium income, while others emerged and stood out on a larger scale, as in
the case of São Gonçalo do Amarante and Jati, the latter being associated with
the transposition works of the São Francisco River to the Cinturão das Águas in
Ceará. Jati is an eligible municipality, which in turn contributes to improvements
in the economy, and, therefore, in the average labor income of the municipality.
In this same line of analysis, the states of Bahia, Sergipe, Pernambuco,
Alagoas, and Paraíba were the ones that suffered minor changes in the high-
est scales of average labor income over the two years of analysis. In 2009 and
2019, the Bahian municipalities of Sobradinho, Jaguarari, Andorinha, Barro-
cas, and those around Salvador remained on the average income scale of for-
mal work about the highest income scale. In 2019, there was a significant
improvement in the average income from formal work for municipalities in
the Far West of Bahia integrated into the soy export complex.
Furthermore, in the states of Maranhão and Rio Grande do Norte, there
was a deconcentration of average income from formal work for the municipal-
ities included in the scale with the highest average income from work when
comparing the years of analysis. In 2009, the Maranhão municipalities of
Godofredo Viana, Capinzal do Norte, Governador Archer, Senador Alexan-
dre Costa, and Estreito were some of the other municipalities that stood out
in the scale of higher average income from formal work. Of these, only the
municipalities of Godofredo Viana and Capinzal do Norte remained in 2019
on the same income scale mentioned above, and the others reduced to lower
average income scales. Furthermore, there is also an emergence of several
municipalities with the improvement in the scale of the average income from
formal work, compared to 2009, in general terms for the entire state.
Comparing the two maps, it is possible to verify the predominance of
the smaller scale of average income from formal work represented by the
light-yellow color, indicating an average income of R $500.00 for most mu-
nicipalities in the Northeast region. It is also verified that the municipalities
within this scale 2009 emerged in 2019 to a second smaller scale, represented
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
by the darker yellow color, indicating an average income range of R $1 567.50.
It was also found that the municipalities in 2009 that were part of the scale
with the highest average income from formal work, represented by red, indi-
cating an average income of R $2 612.50, started to be allocated in 2019 to a
second larger scale middle-income, represented by the color yellow, with an
average income between R$ 2 090.002.
However, these results highlighted a supposed deconcentration of North-
east municipalities’ average income from formal work when comparing 2009
with 2019. It is also observed that, in some municipalities, mainly in areas
with more incredible economic performance, the average income from work
is either in the highest income range or in the second highest due to the perfor-
mance of its economy. Thus, they become the main destinations of formally
employed people who commute.
III. Socioeconomic and Demographic Characterization of Commuting
Migrants and Non-Commuting Migrants in the Northeast
– 2009/2019
Table 1 presents the descriptive statistics of the variables used, present-
ing the socioeconomic and demographic characteristics of commuting mi-
grants and non-commuting migrants of formal work in the Northeast region
of Brazil for the years 2009 and 2019.
In 2009, it was observed that 68% of the formally employed were both com-
muting migrants, predominantly male and non-commuting migrants, with an av-
erage age of 33.56 years (commuting migrants) and 33.22 years (non-migrants).
In 2019, this participation went to 64% for commuting migrants and 56% for
non-migrants, indicating a reduction in the participation of men in commuting
and the formal labor market and, in effect, an improvement in the participation
of women in the pendular migratory dynamics. These results are in line with
the findings by Gama and Machado (2014), and Silva-Filho (2019); the latter
showed that for the state of Bahia, greater participation of men concerning mi-
grant women and non-migrants in the condition of formal occupation of work
in the municipalities of Bahia, for the years 2000 and 2010.
2 Monetary values are in 2019 BRL and were deflated by the INPC.
87
![](data:image/png;base64,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)
88
Table 2. Socioeconomic and demographic characterization of commuting migrants and
non-commuting migrants in the Northeast, 2009/2019
Variables 2009 2019
Commuting
Non-Migrant
(%)
Commuting
Migrant (%)
Commuting
Non-Migrant
(%)
Commuting
Migrant (%)
Sex 0.68 0.68 0.56 0.64
Age 33.22 33.56 35.9 35.67
White man) 20.7 17.9 15.3 12.3
White woman) 12.4 10.5 13.2 8.6
Yellow man) 0.8 0.7 0.3 0.5
Woman (yellow) 0.4 0.3 0.3 0.4
Black man) 4.6 4.3 3.4 4.2
Black woman) 1.4 1.3 two 1.8
Man (brown) 41.7 44.9 36.8 46.7
Woman (brown) 17.9 20.1 28.7 25.6
Farming 5.5 6.3 6.8 4.2
Industry 21.9 17.5 8.5 18.1
Construction 11.8 11 4.4 8.5
Trade sector 20.4 27.4 23.6 25.3
Services 25.2 23.9 25.4 29
Public administration 5 3 4.8 3.6
Education, culture, health
and other services
10.2 10.9 26.5 11.2
Domestic services 0 0 0 0
Disabled person 1 0.6 0.5 1.4
Industry opting for the simple
national
18 31.4 58.3 20.8
Micro 25.5 39.8 53.3 29.7
Small 21.1 25.5 24.6 23.9
Average 21.8 17.9 8.4 21.5
Big 31.6 16.8 13.7 24.9
Up to 1 year 49.7 49.6 38.5 33.4
Continued
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
![](data:image/png;base64,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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
Table 2. Continuation
Variables 2009 2019
Commuting
Non-Migrant
(%)
Commuting
Migrant (%)
Commuting
Non-Migrant
(%)
Commuting
Migrant (%)
More than 1 to 2 16.8 16.7 17.9 16.4
More than 2 to 3 9 9 10.4 10.2
More than 3 to 5 9.8 9.7 12.2 13
More than 5 to 10 8.8 8.7 14 16.8
More than 10 6 6.2 7 10.2
Uneducated or with incom-
plete primary education
24.2 23.4 9.7 12.1
Complete primary education
and incomplete secondary ed-
ucation
19.8 21.6 11.7 13.6
Complete high school and in-
complete higher education
47.9 47.6 61.6 61.6
Complete higher education 7.9 7.2 16.2 12.2
Master’s degree 0.2 0.2 0.6 0.4
Doctorate 0.1 0 0.2 0.1
Income from work 1897.64 1754.39 1835.96 2081.78
Source: Own elaboration based on data from the RAIS 2009/2019.
Regarding education, 47.6% of the formally employed who carry out
migratory commuting mostly have completed high school and incomplete
higher education, while non-commuting migrants have a slightly higher per-
centage, with 47.9%. In 2019, a significant increase in this percentage was
noted for both groups, with each in the order of 61.6%. It is essential to
highlight that, comparing the years of study, greater participation of both
groups in the other higher levels of education is observed, indicating an im-
provement in education and a reduction in the participation of these groups
in lower levels of education, converging with the results pointed out by other
works (Correia, 2020; Ramalho & Brito, 2016; Sidrim, 2018; Sidrim & Fusco,
2019).
89
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)
90
In addition, it notes that commuting migrants with higher education in-
creased from 7.2% in 2009 to 12.2% in 2019, while non-commuting migrants
increased from 7.9% to 16.2% respectively. However, the results indicate that
for the years referred to in this study, non-commuting migrants have, on av-
erage, a higher level of education (more schooling) compared to commuting
migrants, converging with results presented by de Brito et al. (2018).
Concerning average income from work3, it is possible to identify that
non-commuting migrants in 2009 earned an average income of R $1 897.64,
which is relatively higher than that of the commuting migrants, which was
only R $1 754.39. However, this relationship changes when compared to the
year 2019, where the average income earned by the group of non-commuting
migrants reduces to R$ 1 835.96, while there is an improvement in the average
income for commuting migrants, increasing to R $2 081.78.
Over the period covered in this analysis, it appears that the group of non-
commuting migrants in the condition of formal occupation in the labor mar-
ket in 2009 earned an average income from work higher than the group of
commuting migrants of R $143.30, while in 2019, commuting migrants had a
higher average income from work compared to commuting non-migrants in
the order of BRL 245.82, which may indicate an inversion of positions. This
result is consistent with the findings by da Silva-Filho et al. (2021) for the
Midwest region of Brazil.
IV. Results and Discussions
This section aims, using the Quantile Regression Method (QR), to analyze
and capture the effect of socioeconomic and demographic characteristics on
the income differentials of commuting workers in the formal economy in
what comprises the Northeast region of Brazil in the period 2009 and 2019
in different income quantiles (10, 50 and 90). Indeed, using that method has
advantages as it makes it possible to compare income differentials and returns
to commuting in different quantiles of the conditional distribution of income
3 The income considered in this study is real income. Thus, the values presented in terms of
average earnings from work were monetarily corrected and deflated, and therefore a compar-
ison between years can be made.
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
![](data:image/png;base64,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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
(Maciel & Oliveira, 2011). In this way, the 10th, 50th, and 90th percentiles
of the conditional wage distribution will be investigated, that is, the lowest
wages earned by workers in the first ten percent of wages, in the median, and
the higher wages received by workers in the ninety percent of income.
Thus, observing Table 24, Considering the variables that refer to individ-
ual characteristics, it is noted that men of race/yellow color earned higher
wages than those of the reference category (white man) in all quantiles of the
conditional distribution of wages, as well as it appears that the greater the
wage distribution, the greater the differential earned by them in 2009. On
the other hand, it is observed that regardless of race and color, women earn
lower incomes than men, highlighting black women at the 0.90 quantiles as
those earning the lowest income from work, earning 41% less.
Concerning 2019, at quantile 0.10, only yellow, black, and brown men
earned wages higher than white men (reference category), but this cannot be
said for the other quantiles analyzed and for women. On the median, women
of the yellow race/color earned the lowest salaries than those in the omit-
ted category and concerning the others. Likewise, in the 0.90 quantiles of
income, black women. Based on these results, it is evident that the character-
istics related to sex and race/color harm wage differentials, especially when
observing the highest income quantiles, where income inequalities are more
attenuated, ranging from meeting with the findings in the economic literature
(Carvalho et al., 2006; de Brito et al., 2018; Gama & Hermeto, 2017; Matos
& Machado, 2006; Silva-Filho et al., 2018).
4 The variables “Yellow Man” at quantiles 0.50 and 0.90 for the year 2019; “Public Administra-
tion” at quantile 0.10 in 2019 did not show statistical significance. Only the variable “Yellow
Woman” at quantile 0.10 in the year 2019 showed statistical significance at the 10% level.
And the variable “Black Man” at the 0.50 quantile for 2019 obtained statistical significance
at the 5% level.
91
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)
92Table 3. Differentials in earnings from work among commuting migrants in formal work in the Northeast according to
socioeconomic and demographic characteristics, 2009/2019
Variables Dependent variable: lnrendatrab
(Qtl. 0.10- 2009) (Qtl. 0.10 - 2019) (Qtl. 0.50 - 2009) (Qtl. 0.50 - 2019) (Qtl. 0.90 - 2009) (Qtl. 0.90 -2019)
White woman -0.025 ∗∗∗ -0.013 ∗∗∗ -0.135 ∗∗∗ -0.075 ∗∗∗ -0.322 ∗∗∗ -0.189 ∗∗∗
(0.0003) (0.0003) (0.001) (0.001) (0.003) (0.003)
Black man -0.004 ∗∗∗ 0.003 ∗∗∗ -0.013 ∗∗∗ -0.004 ∗∗ -0.101 ∗∗∗ -0.066 ∗∗∗
(0.001) (0.0005) (0.001) (0.002) (0.003) (0.005)
Black woman -0.026 ∗∗∗ -0.009 ∗∗∗ -0.144 ∗∗∗ -0.082 ∗∗∗ -0.410 ∗∗∗ -0.270 ∗∗∗
(0.0004) (0.0004) (0.001) (0.002) (0.005) (0.005)
Yellowman 0.016 ∗∗∗ 0.006 ∗∗∗ 0.069 ∗∗∗ -0.006 0.098 ∗∗∗ -0.018
(0.002) (0.002) (0.003) (0.006) (0.011) (0.017)
Yellow woman -0.015 ∗∗∗ -0.002 ∗ 0.021 ∗∗∗ -0.090 ∗∗∗ -0.306 ∗∗∗ -0.213 ∗∗∗
(0.002) (0.001) (0.003) (0.005) (0.011) (0.017)
Brown man -0.003 ∗∗∗ 0.002 ∗∗∗ -0.005 ∗∗∗ 0.006 ∗∗∗ -0.080 ∗∗∗ -0.031 ∗∗∗
(0.0003) (0.0003) (0.001) (0.001) (0.002) (0.003)
Brown woman -0.029 ∗∗∗ -0.010 ∗∗∗ -0.144 ∗∗∗ -0.070 ∗∗∗ -0.395 ∗∗∗ -0.223 ∗∗∗
(0.0003) (0.0003) (0.001) (0.001) (0.002) (0.003)
Age 0.004 ∗∗∗ 0.002 ∗∗∗ 0.013 ∗∗∗ 0.008 ∗∗∗ 0.035 ∗∗∗ 0.021 ∗∗∗
(0.0001) (0.00004) (0.0001) (0.0002) (0.0004) (0.0005)
Age2 -0.00003 ∗∗∗ -0.00002 ∗∗∗ -0.0001 ∗∗∗ -0.0001 ∗∗∗ -0.0002 ∗∗∗ -0.0001 ∗∗∗
(0.00000) (0.00000) (0.00000) (0.00000) (0.00001) (0.00001)
Industry 0.027 ∗∗∗ 0.023 ∗∗∗ 0.053 ∗∗∗ 0.026 ∗∗∗ 0.080 ∗∗∗ -0.099 ∗∗∗
(0.001) (0.0004) (0.001) (0.001) (0.003) (0.004)
Construction 0.066 ∗∗∗ 0.035 ∗∗∗ 0.196 ∗∗∗ 0.184 ∗∗∗ 0.255 ∗∗∗ 0.081 ∗∗∗
(0.001) (0.001) (0.001) (0.002) (0.003) (0.005)
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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GclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEM5gsmjAAAKj0lEQVR4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc34KhCGclxjCOR2EIQzhzfmcnwJhCOclhnBOB2EIQ3hzPuenQBjCeYkhnNNBGMIQ3pzP+SkQhnBeYgjndBCGMIQ353N+CoQhnJcYwjkdhCEM4c35nJ8CYQjnJYZwTgdhCEN4cz7np0AYwnmJIZzTQRjCEN6cz/kpEIZwXmII53QQhjCEN+dzfgqEIZyXGMI5HYQhDOHN+ZyfAmEI5yWGcE4HYQhDeHM+56dAGMJ5iSGc00EYwhDenM/5KRCGcF5iCOd0EIYwhDfnc37KvzzCv/rVrz75S/rOd77zqX9Zn9XPfuqH/8MPvPkzfOtb33q98847b/PsH/7shx9++Prb3/72P2rwNh9982f93Oc+9/rggw/e5tk/5Wff5u/ybf5Ab+Z+4QtfeL3//vtv8+wf/uzHH3/8+t3vfveZ/P38T3f/bf5l3jT46le/+nrvvffe5tk//NmPPvro9ac//elUg29+85uvd999d9bgs7rT2R/QoM+kwL88wp9JNUMVUEABBRQYFIDwIKIRCiiggAIKlAIQLtW8UUABBRRQYFAAwoOIRiiggAIKKFAKQLhU80YBBRRQQIFBAQgPIhqhgAIKKKBAKQDhUs0bBRRQQAEFBgUgPIhohAIKKKCAAqUAhEs1bxRQQAEFFBgUgPAgohEKKKCAAgqUAhAu1bxRQAEFFFBgUADCg4hGKKCAAgooUApAuFTzRgEFFFBAgUEBCA8iGqGAAgoooEApAOFSzRsFFFBAAQUGBSA8iGiEAgoooIACpQCESzVvFFBAAQUUGBSA8CCiEQoooIACCpQCEC7VvFFAAQUUUGBQAMKDiEYooIACCihQCkC4VPNGAQUUUECBQQEIDyIaoYACCiigQCkA4VLNGwUUUEABBQYFIDyIaIQCCiiggAKlAIRLNW8UUEABBRQYFIDwIKIRCiiggAIKlAIQLtW8UUABBRRQYFAAwoOIRiiggAIKKFAKQLhU80YBBRRQQIFBAQgPIhqhgAIKKKBAKQDhUs0bBRRQQAEFBgUgPIhohAIKKKCAAqUAhEs1bxRQQAEFFBgUgPAgohEKKKCAAgqUAhAu1bxRQAEFFFBgUADCg4hGKKCAAgooUApAuFTzRgEFFFBAgUEBCA8iGqGAAgoooEApAOFSzRsFFFBAAQUGBSA8iGiEAgoooIACpQCESzVvFFBAAQUUGBSA8CCiEQoooIACCpQCEC7VvFFAAQUUUGBQAMKDiEYooIACCihQCkC4VPNGAQUUUECBQQEIDyIaoYACCiigQCkA4VLNGwUUUEABBQYFIDyIaIQCCiiggAKlAIRLNW8UUEABBRQYFIDwIKIRCiiggAIKlAIQLtW8UUABBRRQYFAAwoOIRiiggAIKKFAKQLhU80YBBRRQQIFBAQgPIhqhgAIKKKBAKQDhUs0bBRRQQAEFBgUgPIhohAIKKKCAAqUAhEs1bxRQQAEFFBgUgPAgohEKKKCAAgqUAhAu1bxRQAEFFFBgUADCg4hGKKCAAgooUApAuFTzRgEFFFBAgUEBCA8iGqGAAgoooEApAOFSzRsFFFBAAQUGBSA8iGiEAgoooIACpQCESzVvFFBAAQUUGBSA8CCiEQoooIACCpQCEC7VvFFAAQUUUGBQAMKDiEYooIACCihQCkC4VPNGAQUUUECBQQEIDyIaoYACCiigQCkA4VLNGwUUUEABBQYFIDyIaIQCCiiggAKlAIRLNW8UUEABBRQYFIDwIKIRCiiggAIKlAIQLtW8UUABBRRQYFAAwoOIRiiggAIKKFAKQLhU80YBBRRQQIFBAQgPIhqhgAIKKKBAKQDhUs0bBRRQQAEFBgUgPIhohAIKKKCAAqUAhEs1bxRQQAEFFBgUgPAgohEKKKCAAgqUAhAu1bxRQAEFFFBgUADCg4hGKKCAAgooUApAuFTzRgEFFFBAgUEBCA8iGqGAAgoooEApAOFSzRsFFFBAAQUGBSA8iGiEAgoooIACpQCESzVvFFBAAQUUGBSA8CCiEQoooIACCpQCEC7VvFFAAQUUUGBQAMKDiEYooIACCihQCkC4VPNGAQUUUECBQQEIDyIaoYACCiigQCkA4VLNGwUUUEABBQYFIDyIaIQCCiiggAKlAIRLNW8UUEABBRQYFIDwIKIRCiiggAIKlAIQLtW8UUABBRRQYFAAwoOIRiiggAIKKFAKQLhU80YBBRRQQIFBAQgPIhqhgAIKKKBAKQDhUs0bBRRQQAEFBgUgPIhohAIKKKCAAqUAhEs1bxRQQAEFFBgUgPAgohEKKKCAAgqUAhAu1bxRQAEFFFBgUADCg4hGKKCAAgooUApAuFTzRgEFFFBAgUEBCA8iGqGAAgoooEApAOFSzRsFFFBAAQUGBSA8iGiEAgoooIACpcC/A9H+Tz5dvsYoAAAAAElFTkSuQmCC)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
Variables Dependent variable: lnrendatrab
(Qtl. 0.10- 2009) (Qtl. 0.10 - 2019) (Qtl. 0.50 - 2009) (Qtl. 0.50 - 2019) (Qtl. 0.90 - 2009) (Qtl. 0.90 -2019)
Trade sector 0.049 ∗∗∗ 0.034 ∗∗∗ 0.049 ∗∗∗ 0.042 ∗∗∗ -0.075 ∗∗∗ -0.117 ∗∗∗
(0.001) (0.0004) (0.001) (0.001) (0.003) (0.003)
Services 0.043 ∗∗∗ 0.038 ∗∗∗ 0.078 ∗∗∗ 0.077 ∗∗∗ 0.031 ∗∗∗ -0.040 ∗∗∗
(0.001) (0.0004) (0.001) (0.001) (0.003) (0.003)
Public Administration 0.099 ∗∗∗ 0.009 0.223 ∗∗∗ 0.070 ∗∗∗ 0.303 ∗∗∗ 0.150 ∗∗∗
(0.001) (0.007) (0.002) (0.002) (0.005) (0.008)
Education, culture,
health, and other
services.
0.042 ∗∗∗ 0.037 ∗∗∗ 0.123 ∗∗∗ 0.128 ∗∗∗ 0.061 ∗∗∗ 0.174 ∗∗∗
(0.001) (0.001) (0.001) (0.001) (0.004) (0.005)
Domestic services 0.019 ∗∗∗ 0.006 ∗∗∗ -0.021 ∗∗∗ -0.032 ∗∗∗ -0.180 ∗∗∗ -0.332 ∗∗∗
(0.001) (0.001) (0.005) (0.003) (0.0022) (0.005)
Small 0.029 ∗∗∗ 0.015 ∗∗∗ 0.093 ∗∗∗ 0.066 ∗∗∗ 0.173 ∗∗∗ 0.121 ∗∗∗
(0.0002) (0.0003) (0.001) (0.001) (0.002) (0.002)
Average 0.052 ∗∗∗ 0.037 ∗∗∗ 0.179 ∗∗∗ 0.183 ∗∗∗ 0.297 ∗∗∗ 0.354 ∗∗∗
(0.0003) (0.001) (0.001) (0.002) (0.002) (0.005)
Big 0.051 ∗∗∗ 0.176 ∗∗∗ 0.187 ∗∗∗ 0.336 ∗∗∗ 0.234 ∗∗∗ 0.256 ∗∗∗
(0.0003) (0.002) (0.001) (0.001) (0.002) (0.005)
More than 1 to 2 0.019 ∗∗∗ 0.006 ∗∗∗ 0.017 ∗∗∗ 0.012 ∗∗∗ -0.006 ∗∗∗ -0.018 ∗∗∗
(0.0002) (0.0002) (0.001) (0.001) (0.002) (0.002)
More than 2 to 3 0.034 ∗∗∗ 0.018 ∗∗∗ 0.040 ∗∗∗ 0.030 ∗∗∗ 0.047 ∗∗∗ 0.017 ∗∗∗
(0.0003) (0.0004) (0.001) (0.001) (0.002) (0.003)
More than 3 to 5 0.040 ∗∗∗ 0.030 ∗∗∗ 0.080 ∗∗∗ 0.053 ∗∗∗ 0.084 ∗∗∗ 0.042 ∗∗∗
(0.0004) (0.0003) (0.001) (0.001) (0.002) (0.003)
More than 5 to 10 0.052 ∗∗∗ 0.040 ∗∗∗ 0.099 ∗∗∗ 0.090 ∗∗∗ 0.146 ∗∗∗ 0.107 ∗∗∗
(0.0004) (0.0004) (0.001) (0.001) (0.003) (0.003)
93
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)
94Variables Dependent variable: lnrendatrab
(Qtl. 0.10- 2009) (Qtl. 0.10 - 2019) (Qtl. 0.50 - 2009) (Qtl. 0.50 - 2019) (Qtl. 0.90 - 2009) (Qtl. 0.90 -2019)
More than 10 0.092 ∗∗∗ 0.073 ∗∗∗ 0.312 ∗∗∗ 0.220 ∗∗∗ 0.403 ∗∗∗ 0.299 ∗∗∗
(0.001) (0.001) (0.002) (0.002) (0.003) (0.004)
Complete primary edu-
cation and incomplete
secondary education
0.032 ∗∗∗ 0.011 ∗∗∗ 0.076 ∗∗∗ 0.034 ∗∗∗ 0.197 ∗∗∗ 0.081 ∗∗∗
(0.0003) (0.0003) (0.001) (0.001) (0.002) (0.003)
Complete high school
and incomplete higher
education
0.063 ∗∗∗ 0.024 ∗∗∗ 0.189 ∗∗∗ 0.095 ∗∗∗ 0.552 ∗∗∗ 0.237 ∗∗∗
(0.0003) (0.0003) (0.001) (0.001) (0.002) (0.002)
Complete higher edu-
cation
0.373 ∗∗∗ 0.141 ∗∗∗ 1,239 ∗∗∗ 0.805 ∗∗∗ 1,833 ∗∗∗ 1,306 ∗∗∗
(0.003) (0.002) (0.002) (0.002) (0.003) (0.005)
Master’s degree 0.955 ∗∗∗ 1,005 ∗∗∗ 2021 ∗∗∗ 1,638 ∗∗∗ 2,620 ∗∗∗ 2,083 ∗∗∗
(0.044) (0.018) (0.011) (0.010) (0.028) (0.0022)
Doctorate 0.610 ∗∗∗ 1,544 ∗∗∗ 2,175 ∗∗∗ 2,029 ∗∗∗ 3,127 ∗∗∗ 2,194 ∗∗∗
(0.042) (0.025) (0.030) (0.014) (0.0141) (0.020)
Constant 2,841 ∗∗∗ 3,082 ∗∗∗ 2,709 ∗∗∗ 3,000 ∗∗∗ 2,697 ∗∗∗ 3,173 ∗∗∗
(0.001) (0.001) (0.002) (0.003) (0.008) (0.010)
Comments 3,374,922 1,367,917 3,374,922 1,367,917 3,374,922 1,367,917
Note: Significances: *10%; **5%; and ***1%. In parentheses, the p-value.
Source: Own elaboration based on data from RAIS 2009/2019.
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
Despite the coefficient of the age variable, it is verified that, both in 2009
and in 2019, earnings grew with increasing age in the quantiles analyzed, as
expected. However, the effect is more significant for the first year than the
second since there is a slight reduction in the coefficients in 2019. However,
the growth of earnings takes place up to a certain level since, when age be-
comes relatively high, earnings start to decrease, as shown by the results of its
quadratic form “age2”, which in turn was also expected, and verified in other
studies (Gama & Hermeto, 2017; Silva-Filho, 2017).
About the sectors of activity, it appears in 2009 that formal workers em-
ployed in public administration earned, on average, the highest wages com-
pared to those employed in agriculture (reference category) in all quantiles of
the conditional distribution of wages. While at the 0.50 quantile (median) and
the 0.90 quantiles, those employed in the domestic services sector achieved
the lowest salary levels, respectively, 2.1% and 18% less. These findings par-
tially corroborate the results found by Santos Júnior et al. (2005), de Brito et
al. (2018), and Santos (2018).
Considering 2019, compared to workers in the agricultural sector, work-
ers allocated in other categories obtain incomes higher than these. Since, at
a quantile of 0.10, the highest salaries on average were achieved by those em-
ployed in the service sector (3.8% more), similar to what was found by Julião
and Rocha (2020). On the median, as verified by Santos and Lelis (2018),
those allocated to civil construction earned, on average, the highest earnings
from work (18.4% more) than the other categories and the reference cate-
gory. In the highest quantile of income, the 0.90 quantile, the highest earnings
from work were achieved by those allocated to education, culture, health, and
other services. As in 2009, the lowest wages on average were earned by those
employed in domestic service activities both at the median and at the 0.90
quantiles. This result can be justified by the fact that the activity of domestic
services is considered a menial occupation and one of the subsectors with the
worst remuneration, even if the salary in kind is considered, as pointed out by
Melo (1998).
Concerning the length of stay on the job of the workers, it appears that,
in both years, except for those who were on the job between 1 and 2 years,
95
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAKoCAYAAABA9Uc3AAAAAXNSR0IArs4c6QAAG1tJREFUeF7t1cEJADAMxLBm/6FT6BD1R1ngQAQ8u7vHESBAgAABAt8FRoS/mxskQIAAAQJPQIQ9AgECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgQuFB+Ynw3h5PIAAAAASUVORK5CYII=)
96
in the quantile 0.90, those who were on the job for more than one year earn,
on average, higher earnings than those who stay less than a year in their jobs
(reference category). It is also noted that, as the length of stay in the job in-
creases, the wages earned by workers rise compared to the reference category,
being more expressive for workers who were in the job whose period is over
ten years in all the analyzed quantiles. These results are like the findings of
other studies, such as those by Silva-Filho et al. (2017a) which showed in-
creasing wage returns in the ranges of time in employment and the highest
wages being earned by workers with employment time over ten years.
Regarding the variables that reflect education, the positive signs of their
coefficients indicate a positive relationship between education and earnings
from work in both years. In 2009, it stood out in the 0.10 quantile that for-
mally employed with a master’s degree, on average, earned the highest wages
compared to the reference category (workers without education or with in-
complete primary education), making about 95.5% more income. In the me-
dian (quantile 0.50) and the quantile 0.90, it is noted that the higher the level
of education, the greater the income from work earned by commuting mi-
grant workers in the Northeast, with those who had a doctoral degree, on
average, achieving the highest wages. In 2019, the results were like those of
2009, where salary returns grew as the level of education increased. Therefore,
the highest salaries, on average, were earned by those who had completed a
doctorate in all field’s quantiles analyzed.
This result, in addition to corroborating the theory of human capital pro-
posed by Schultz (1961) and Becker (1962), where individuals seek to invest
in higher levels of formal education to increase their productivity and obtain
higher income, also demonstrates that schooling, among the observable char-
acteristics of individuals, is one of the ones that have the most significant
impact on income differentials, converging with other studies both in the in-
ternational and national literature (de Aguiar et al., 2018; Chiswick, 1999; de
Beaumont & Yang, 2008; Loureiro, 2018; Mincer, 1974; Silva-Filho et al.,
2017a; Silva-Filho et al. 2021).
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
Lopes da Silva, C. D., Justo, W. R. and da Silva Filho L. A.: Income Differentials in...
Conclusions
The present work aimed to investigate the effects of socioeconomic and
demographic characteristics on the income differentials of formal commuting
workers in the Northeast region of Brazil in the years 2009 and 2019. The
regression method used quantiles based on RAIS data to achieve this pur-
pose. This article presents an unprecedented contribution to the literature
on income differentials from the formal work of commuting migrants in the
northeast, as there is no investigation to date that uses this database and this
empirical approach, justified by the dynamics of the commuting migration
periphery-center and center-periphery.
The initial evidence demonstrated by the descriptive statistics revealed
that the commuting migrants of formal work in the Northeast, as well as the
group of non-commuting migrants, were, in both years, male, predominantly
of brown color, employed in the commerce and services sector, allocated to
microenterprises, and were in employment for up to one year. They also had
similar levels of education, with complete high school and incomplete higher
education significantly improving their education level. Regarding income
from work, it was found that commuting workers earned lower payments
than those who did not opt for migratory commuting in the first year, but in
the last year analyzed, the income earned became higher.
Quantile regressions found that the characteristics related to gender,
race/color, and time in the job and education corroborated positive effects on
the income differentials among northeastern commuters, especially at higher
income quantiles.
In general, in 2009, it was observed that the highest earnings from work
were earned by yellow men, regardless of race and color, with men earning
higher wages than women, with these disparities being more expressive in the
upper (or higher) quantiles of the conditional wage distribution. In addition,
higher-income differentials were also found for those allocated in the public
administration sector, with a more extended period of employment (over ten
years), who had the highest levels of education (master’s and doctorate).
97
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAKoCAYAAABA9Uc3AAAAAXNSR0IArs4c6QAAG1tJREFUeF7t1cEJADAMxLBm/6FT6BD1R1ngQAQ8u7vHESBAgAABAt8FRoS/mxskQIAAAQJPQIQ9AgECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgQuFB+Ynw3h5PIAAAAASUVORK5CYII=)
98
As for 2019, the results are like those contacted in the first year of anal-
ysis. Again, the variables corresponding to sex and race/color could express
greater returns in terms of income, especially for white men, in the highest
quantiles of the conditional wage distribution. Likewise, it is worth noting
that higher levels of education, such as a doctorate and more experience at
work, result in higher earnings for commuting workers at different points in
the conditional distribution of profits from work.
Finally, this article provides actual results for the empirical literature that
deals with commuting migrations. The contributions are made to show the
impacts exerted by the socioeconomic and demographic characteristics on
the income differentials of formal work in the Northeast region as a whole
and information about the profile of commuting migrants of legal profession
in the area. However, the research presents some limitations imposed by the
data source itself.
For future studies, alternative databases are suggested, allowing the incor-
poration of other variables considered necessary for the analysis of commut-
ing flows, as in the case of the average travel time and residence sector, among
others. It is also recommended that non-commuting workers be considered in
the econometric model to verify the existence of income differentials between
the groups of commuters and non-commuters to complement this study.
Ethics Statement
This research article did not work with a person or groups of persons for
the generation of data used in the methodology, therefore it did not require
the endorsement of an Ethics Committee for its realization.
References
Bassett Jr, G., & Koenker, R. (1978). Asymptotic Theory of Least Absolute
Error Regression. Journal of the American Statistical Association, 73(363),
618-622. https://doi.org/10.2307/2286611
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
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)
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/rberu/article/view/298
Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024
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)
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)
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RE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgQuFB+Ynw3h5PIAAAAASUVORK5CYII=)
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)
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Lecturas de Economía -Lect. Econ. - No. 101. Medellín, enero-junio 2024