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)
| Mariana Milagros Rodríguez Santana | Marisol Pérez Campaña | Aniuska Ortiz Pérez |
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Crespo León. E., Castellanos Castillo, J. R., & García Fleites, A. O. (2020).
Procedimiento metodológico para el control de gestión en la Universidad
Central “Marta Abreu” de Las Villas. Revista Estrategia y Gestión
Universitaria, 8 (2). https://revistas.unica.cu/index.php/regu/index
Díaz-Chieng, L. Y., Aviles Peralta , Y. A., Artigas, W., & Bustamante Cabrera, G.
(2023). WeEditors.org: hacia la visibilidad y sostenimiento de revistas en
acceso abierto. Palabra Clave (La Plata), 12(2), e191.
https://doi.org/10.24215/18539912e191
Escobedo Vargas, A. E., & Márquez Miramontes , B. L. (2022). Panorama general
actualizado de la Planeación Estratégica: revisión sistemática cualitativa.
Doxa, 12 (22), 92-106. https://doi.org/10.52191/rdojs.2022.263
Freire, V., Rocha, J. C., Esquetini, C., & Llanes, E. A. (2019). Análisis de la
planificación estratégica para la gestión de las universidades particulares.
Una alternativa exitosa. Revista Espacios, 40 (02).
https://www.revistaespacios.com/a19v40n02/a19v40n02p25.pdf
Fuertes, G., Alfaro, M., Vargas, M., Gutierrez, S., Ternero, R., & Sabattin, J. (2020).
Conceptual framework for the strategic management: a literature review—
descriptive. Journal of Engineering, 2020, 1-21.
https://doi.org/10.1155/2020/6253013
Góngora Peña, E. (2013). Actualización del Sistema de Control de Gestión de la
Universidad de Holguín. [Tesis de grado, Universidad de Holguín].
https://repositorio.uho.edu.cu
González Rodríguez, S. S., Viteri Intriago, D. A., Izquierdo Morán, A. M., & Verdezoto
Cordova, G. O. (2020). Modelo de gestión administrativa para el desarrollo
empresarial del Hotel Barros en la ciudad de Quevedo. Revista Universidad
y Sociedad, 12 (4), 32-37.
https://rus.ucf.edu.cu/index.php/rus/article/view/1609
Hernández Leyva, D. (2016). Actualización del sistema de control de gestión de la
Universidad de Holguín con un enfoque por procesos. [Tesis de grado,
Universidad de Holguín]. https://repositorio.uho.edu.cu
Ketchen Jr, D. J., & Craighead, C. W. (2020). Research at the intersection of
entrepreneurship, supply chain management, and strategic management:
Opportunities highlighted by COVID-19. Journal of Management, 46(8), 1330-
1341. https://doi.org/10.1177/0149206320945028
Macías Arteaga, M. F., & Mero, J. M. (2022). Importancia de Planeación Estratégica
en Empresas en el Siglo XXI. Polo del conocimiento, 7 (2), 31-39.
https://doi.org/10.23857/pc.v7i2.3567
Medina-León, A. A., Nogueira Rivera, D., Hernández Nariño, A., Medina Nogueira,
D., Medina Nogueira, Y. E., El Assafiri Ojeda, Y., Hernández Pérez, G. D.,
Ricardo Cabrera, H., Pérez Campaña, M. A., & Noda Hernández, M. E. (2021).
Contribución al control de gestión y a la gestión por procesos. Anales de la
Academia de Ciencias de Cuba, 11 (3).
https://revistaccuba.sld.cu/index.php/revacc/article/view/1108