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)
| Nismel Crespo O´Relly | Elen Dolores Álvarez Pardo | Oslaidys Abreu Alonso |
11
Cueva Gaibor, D. A. (2020). Transformación digital en la universidad actual.
Conrado, 16(77), 483-489.
http://scielo.sld.cu/scielo.php?pid=s1990-
86442020000600483&script=sci_arttext&tlng=en
de Oca Rojas, Y. M., Bastidas, C. I. B., & Cabeza, S. N. C. (2022). Metodología de
investigación en emprendimiento: Una estrategia para la producción
científica de docentes universitarios. Revista de Ciencias Sociales (Ve),
28(2), 381-390.
https://www.redalyc.org/journal/280/28070565025/28070565025.pdf
González-Romero, G. (2020). La innovación social como estrategia de desarrollo.
Políticas urbanas y acción colectiva. Teuken Bidikay-Revista
Latinoamericana de Investigación en Organizaciones, Ambiente y Sociedad,
11(16), 29-54. https://doi.org/10.33571/teuken.v11n16a2
Gorgoy Lugo, J. A., & Torres Páez, C. C. (2019). Programa de integración de la
cooperación internacional a la implementación de estrategias de desarrollo
local. Cooperativismo y Desarrollo, 7(1), 26-41.
http://scielo.sld.cu/scielo.php?pid=S2310-
340X2019000100026&script=sci_arttext
Gutiérrez-Bolaño, E. N., Bermúdez-Lugo, M., Moreno-Chaparro, J., & Guzmán-
Suárez, O. B. (2019). Estrategias de transformación en organizaciones
saludables. Revista Brasileira de Medicina do Trabalho, 17(3), 394-401.
https://doi.org/10.5327/Z1679443520190388
Hernández, C., & Báez, A. (2020). Gestión universitaria del conocimiento para el
desarrollo local en redes. Espacio abierto, 29 (4), 314-329.
https://www.redalyc.org/journal/6139/613964505006/613964505006.pdf
Hernández, C., Garcés, R., Perdomo, J., & Carrasco, M. (2018). Gestión universitaria
del conocimiento para el desarrollo local. Lámpsakos, 18 (2), 44-57.
http://dx.doi.org/10.21501/21454086.2317
Hoyos, A. J. O., & Verhelst, K. M. (2019). La innovación social como herramienta
para la transformación social de comunidades rurales. Revista Virtual
Universidad Católica del Norte, (57), 87-99.
https://www.redalyc.org/journal/1942/194260035007/194260035007.pdf
Jover, J. N., Pérez, H. R. O., Díaz, T. P., & Diéguez, A. R. (2020). Políticas de
educación superior, ciencia, tecnología e innovación y desarrollo territorial:
nuevas experiencias, nuevos enfoques. Revista Iberoamericana de Ciencia,
Tecnología y Sociedad-CTS, 15(43).
https://ojs.revistacts.net/index.php/CTS/article/view/149
León, E. A. G., Cavero, F. L., Vega, Y. L. C., & Ñaño, S. I. C. (2022). Cuadro de
mando integral y calidad de vida urbana: Estrategias para el desarrollo local.
Revista de ciencias sociales, 28(5), 246-255.
https://dialnet.unirioja.es/servlet/articulo?codigo=8471688
Maccio, G. (1985). Diccionario Demográfico Multilingüe. Ed Ordina.
Machín Hernández, M. M., Sánchez Vignau, B. S., López Rodríguez, M. L., & Puentes
Alvarez, P. L. (2019). La gestión pública local como garante de la eficacia