![](data:image/png;base64,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)
146 María Isabel de Andrés · Emilio Congregado · Concepción Román
Brancati, U., Pesole, A., & Fernández-Macías, E. (2020). New Evidence on
Platform Workers in Europe.Results from the Second COLLEEM survey.
Luxembourg: Publications Office of the European Union.
Congregado, E., de Andrés, M.I., & Roman, C. (2019). Explorando la
heterogeneidad en el empleo mediado por plataformas digitales: Intensidad
y localización.Revista de Economía Laboral,16(2): 69-103.
Congregado, E., de Andrés, M.I., Nolan, E, & Roman, C, (2022). Heterogeneity
Among Self-employed Digital Platform Workers. Evidence from Europe.
International Review of Entrepreneurship, 20(1): 45-67.
De Groen, W.P., Kilhoffer, Z., Lenaerts, K., & Salez, N (2017). The Impact of the
Platform Economy on Job Creation.Intereconomics,52(6): 345-351.
De Stefano, V. (2016). The Rise of the Just-in Time Workforce: On Demand
Work, Crowdwork, and Labor Protection in the Gig Economy. Comparative
Labor Law and Policy Journal, 37(3): 461-471.
De Stefano, V., & Aloisi, A. (2019). Fundamental Labour Rights, Platform
Work and Human Rights Protection of Non-Standard Workers. InResearch
Handbook on Labour, Business and Human Rights Law. Edward Elgar
Publishing.
Drahokoupil, J., & Piasna, A. (2017). Work in the Platform Economy: Beyond
Low
er T
ransaction Costs
.
Intereconomics 52: 335–340.
https://doi.
org/10.1007/s10272-017-0700-9
Fabo, B., Karanovic, J., & Dukova, K. (2017). In Search of an Adequate
European Policy Response to the Platform Economy.Transfer: European
Review of Labour and Research,23(2): 163-175.
Feldman, D.C. (1996). The Nature, Antecedents and Consequences of
Underemployment.Journal of Management, 22: 385–407.
Findeis, J.L., Jensen, L., & Wang, Q. (2000). Underemployment Prevalence and
Transitions in the US Nonmetropolitan South.Southern Rural Sociology,16:
125-147.
Congregado, E., Garcia-Clemente, J., Rubino, N., & Vilchez, I. (2024). Testing
Hysteresis for the US and UK Involuntary Part-Time Employment.Applied
Economics, 1-21.
García-Pérez, C., Prieto-Alaiz, M., & Simón, H. (2020). Multidimensional
Measurement of Precarious Employment Using Hedonic Weights: Evidence
from Spain. Journal of Business Research, 113: 348-359,
Graham, M., Hjorth, I., & Lehdonvirta, V. (2017). Digital Labour and
Development: Impacts of Global Digital Labour Platforms and the Gig
Economy on Worker Livelihoods.Transfer: European Review of Labour and
Research,23(2), 135–162.
Hussmanns, R., Mehran, F., & Verma, V. (1990). Surveys of Economically
Active Population, Employment, Unemployment, and Underemployment:
an ILO Manual on Concepts and Methods. Geneve: International Labour
Organization.
Huws, U., Spencer, N.H., Syrdal, D.S., Holts, K. (2017). Work in the European
gig Economy: Research Results from the UK, Sweden, Germany, Austria,