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)
https://revistasep.usac.edu.gt
Coordinadora General del Sistema de Estudios de Postgrado
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básicas para procesos de formación a distancia en entornos virtuales. Las plataformas de
video conferencia, como las de gestión de cursos o LMS, pasaron a ser más que elementos,
constituyen herramientas básicas en la dinámica de los cursos (Calderón-Meléndez 2020).
No obstante, el empleo de estos recursos no garantizó cambios de fondo en los procesos
pedagógicos, brindando únicamente una interfase digital para la continuidad de metodologías
tradicionales. Así mismo, Aguiar (2019) y Morán (2018), plantean que la incorporación de
tecnología en el aula, debe ser un proceso gradual. Lo anterior no sucedió, derivado de la
premura y atención emergente a la pandemia.
Rodas-González (2020) establece que, para ese momento, existía adicción a las aplicaciones
digitales de comunicación, como WhatsApp y otras. Estas se constituyeron como herramientas
determinantes, ya que también permitieron trasladar información en tiempo real. Este fue otro
elemento que contribuyó en los procesos de formación a distancia en entornos virtuales pero
que tampoco constituyó un cambio sustancial en las metodologías pedagógicas.
En este sentido, los resultados obtenidos, muestran que los cambios experimentados no
representaron cambios metodológicos pedagógicos propios de un modelo formación virtual.
Puede inferirse que la atención a la contingencia brindó más que todo, un acercamiento al
uso de algunas herramientas digitales, pero no un cambio metodológico de fondo. Puede
inferirse, que hubo otras variables que pudieron incidir en este hallazgo, las que deberán ser
analizadas más detenidamente.
Se puede concluir que, los resultados encontrados en el presente estudio, constituyen evidencia
cientíca que no hubo efecto de la virtualidad, en el rendimiento académico. Lo anterior no es
necesariamente desalentador. Zambrano (2019), plantea que el uso sistemático de herramientas
digitales es factible al inicio de metodologías pedagógicas virtuales. Es posible concluir que el
uso de estos recursos digitales, puede permitir sentar las bases que a la fecha algunas entidades
académicas ya cuentan. En cursos de Matemática y Física, como en los componentes teóricos
de cualquier disciplina, la virtualidad ofrece una alternativa efectiva en el aprendizaje.
Queda en las instituciones educativas superiores, la decisión de revisar y retroalimentar las
experiencias obtenidas, con el objetivo de mejorar sus procesos de enseñanza y aprendizaje.
Hajar (2019) enumera la disponibilidad de avances tecnológicos en educación que debieran
ser aprovechados, dada la apertura actual. Es evidente que existen bondades en la virtualidad
que pueden ser empleadas y que no necesariamente son sinónimo de disminución de la
calidad, como lo demuestra este estudio. No obstante, aún existe mucho que investigar y
concluir respecto a estas dinámicas.
Referencias
Aguiar, B., Velázquez, R., & Aguiar, J. (2019). Innovación docente y empleo de las TIC en la educa-
ción superior. Espacios, 8 - 18. Obtenido de http://repositoriobibliotecas.uv.cl/handle/uvscl/2134