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)
REVISTA INVESTIGACIÓN Y DESARROLLO I+D
Artículo recibido: 15/03/2023 | Artículo aceptado: 10/06/2023
p-ISSN: 1390-5546
e-ISSN: 2631-2557
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VOLUMEN 17 | ENERO - JUNIO 2022 | P. 8 - 22
incentivando a los actores del sistema para que puedan llevar a cabo procesos producción,
distribución, comercialización de bienes y servicios de estos actores. Así pues, el sistema busca
incluir a los sectores populares para que se constituyan como actores dinámicos en la economía
del Ecuador, buscando la rentabilidad para el desarrollo del país, para la consecución de una mejor
calidad de vida, mediante la consolidación y fortalecimiento de la cooperación, solidaridad y
reciprocidad buscando así el beneficio colectivo y la satisfacción de necesidades de la
colectividad.
Consecuentemente, para alcanzar los fines que persigue el sistema de economía popular y
solidaria, las disposiciones normativas nos advierten que, se aplicaran políticas públicas que
busquen la correcta distribución de riqueza nacional e ingresos económicos; fomentar la
productividad y competitividad de los bienes y servicios ofertados a nivel nacional e internacional;
garantizar el desarrollo sustentable y equilibrado a nivel económico, cultural y social de todo el
territorio nacional; garantizar e impulsar la creación de fuentes de empleo, reconociendo el trabajo
digno en todas sus formas; asegurar la estabilidad de la soberanía económica, a través desarrollo
sustentable de la productividad y la creación de fuentes de empleo; promulgar la dinamización de
la economía de manera justa, eficiente y transparente; e, impulsar el consumo de los bienes y
servicios ofertados para el desarrollo económico sustentable.
Por lo tanto, podemos fundamentar que las políticas públicas en el sistema de economía
popular y solidario, connotan importancia y trascendencia dentro de la soberanía económica y su
sistema de Economía Popular y Solidaría, ya que, son fundamentales para fomentar, promocionar
e incentivar a cumplir los fines que persiguen estas organizaciones del sistema de Económica
Popular y Solidaria, consecuentemente, el fortalecimiento de la soberanía económica del país.
Efectivamente, las políticas públicas en el sistema de EPS permiten impulsar, efectivizar y fomentar
la aplicación de las disposiciones constitucionales, legales y reglamentarias que el ordenamiento
jurídico del Ecuador prevé para estas organizaciones y su fomento, para efectos de la dinamización
del mercado y el desarrollo económico del país.
Referencias
● Auquilla, L., Fernández, L., Sancho, D., & Ordóñez, E. (2016). La economía popular y solidaria
para el desarrollo económico y social de las masas populares en Ecuador como alternativa al modelo
neoliberal. Revista OIDLES, 10(20), 1-18.
● Castro, I. C. (2015). Origen y evolución de la Economía Social y Solidaria en el contexto mundial
y nacional. Revista de Ciencia, Tecnología e Innovación. 1(2), 205-230.
http://45.238.216.13/ojs/index.php/EPISTEME/article/view/73/97
● Cejudo, G., & Michel, C. (2016). Coherencia y políticas públicas: Metas, instrumentos y
poblaciones objetivo. Gestión y Política Pública, 25(1), 3-31.
https://www.scielo.org.mx/pdf/gpp/v25n1/v25n1a1.pdf
● Coraggio, J. L.; A. Acosta y E. Martínez (2011). Economía Social y Solidaria. El trabajo anteque
el capital. Universidad politécnica Salesiana FLACSO.
● Chamba Bernal, J. L., Bermeo Cuenca, L. A., & Campuzano Vásquez, J. A. (2021). Variables
determinantes en el crecimiento económico del Ecuador función Cobb-Douglass
2007-2019.Sociedad &Tecnología,4(2), 109–122. https://doi.org/10.51247/st.v4i2.98
● Díaz, L. y N.Plaza. (2018). Contradicciones presentes en el desarrollo de la economía popular y
solidaria en el Ecuador contemporáneo. Perspectivas de solución. Pensar a Contracorriente. Inédito.
● Del Castillo-Sánchez, L. (2017). La concepción de la economía popular y su aplicación para los
proyectos locales en Cuba. Economía y Desarrollo, 78-90.
● Ecuador. Asamblea Nacional Constituyente. (2008). Constitución de la República del Ecuador.
Registro Oficial 449: 20 -oct-2008.
● Ecuador. Asamblea Nacional. (2011). Ley Orgánica de Economía Popular y Solidaria. Registro
Oficial No. 444, 10 may.-2011.
● Espinoza Freire, E. E. (2020). La búsqueda de información científica en las bases de datos
académicas. Revista Metropolitana de Ciencias Aplicadas, 3(1), 31-35.
https://remca.umet.edu.ec/index.php/REMCA/article/view/219/268
● Moya, D. F. L. (2021). Las políticas públicas como garantía de los derechos fundamentales.
Sociedad & Tecnología,4(S1), 44-60. https://doi.org/10.51247/st.v4iS1.113
● Orellana, C. P. O., Orellana, E. F. O., & Olivo, M. A. O. (2020). Modelo de gestión para procesos
administrativos en empresas de economía popular y solidaria.Journal of business andentrepreneurial
studies. JBES,4(2), 343-351.
● Pérez de Mendiguren, E. J. Etxezarreta y L. Gurudi. (2009). Economía social, empresa social y
economía solidaria: diferentes conceptos para un mismo debate. Papeles de Economía Solidaria,
1(1), pp. 1-41.
● Pereira, J. R. O., Borja, F. M. B., Rodríguez, I. E. A., & Cazar, W. M. M. (2018). Sistema
Financiero Popular y Solidario y su evolución desde la implementación de la nueva Ley Orgánica de
Economía Popular y Solidaria en el Ecuador.Cooperativismo & Desarrollo,26(112), 85-105.
https://doi.org/10.16925/co.v25i112.2036
● Ecuador. Presidente Constitucional de la República. (2012). Reglamento General a la Ley
Orgánica de Economía Popular y Solidaria. Registro Oficial Suplente No. 648, 27 oct.-2012.
● Ruiz, C. (2002). Manual para la elaboración de políticas públicas. Plaza y Valdez.
● Ruiz, G. C. (2019). La economía popular y solidaria en Ecuador: fusión y liquidación de las
cooperativas.Estudios de la Gestión. Revista internacional de administración, (6), 186- 199.
https://revistas.uasb.edu.ec/index.php/eg/article/view/1307/1192
● Serrano, L., & Andrea, L. (2019). Economía Popular y Solidaria: Base para el Desarrollo
Asociativo y Buen Vivir. Revista Espacios, 40(14), 25-33.
https://www.revistaespacios.com/a19v40n14/a19v40n14p25.pdf
● Zurbriggen, C., & González, M. (2020). Innovación y co-creación: nuevos desafíos para las
políticas públicas. Revista de gestión pública, 3(2), 329-361.
https://doi.org/10.22370/rgp.2014.3.2.2245