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Lidia Sabater Pérez
ENTORNO PERSONAL DE APRENDIZAJE MÓVIL (M
-PLE)
3C TIC (Edición 19) Vol.5 – Nº 4
Diciembre’16 – marzo ‘17, 19 - 37
Área de Innovación y Desarrollo, S.L.
ISSN: 2254 – 6529
DOI: http://dx.doi.org/10.17993/3ctic.2016.54.19-37
2013). Un ejemplo y una de las metodologías más famosas en este sentido es el e-learning,
que:
Es una modalidad de enseñanza-aprendizaje que consiste en el diseño, puesta en
práctica y evaluación de un curso o plan formativo desarrollado a través de redes de
ordenadores y puede definirse como una educación o formación ofrecida a individuos
que están geográficamente dispersos o separados o que interactúan en tiempos diferidos
del docente empleando los recursos informáticos y de telecomunicaciones. (Area y Adell,
2009 pp. 392).
Como consecuencia, las tecnologías de la información y la comunicación se convierten en un
elemento clave en nuestro sistema educativo (Barroso y Cabero, 2013). Se crean entornos
virtuales, conocidos como VLE (Virtual Learning Environment), basados en LMS. Son sistemas
de gestión del aprendizaje que permiten la creación de espacios, como por ejemplo uno
dedicado a una asignatura en concreto, y se accede a los materiales asignados para ese
curso, mensajes y notificaciones, y el acceso a los calificaciones y transcripciones… (López,
2015)
Se van creando de cada vez más entornos abiertos, flexibles, innovadores (Salinas, 2012), que
dan más protagonismo al alumno que se hace más activo y autónomo. En este sentido,
aparece el concepto de desarrollo de un entorno personal de aprendizaje, más conocido
como PLE, concepto que ha surgido gracias al desarrollo notable de las herramientas Web
2.0. Las plataformas de aprendizaje han ido incorporando sus propias versiones de
herramientas típicamente 2.0 y/o facilitando la integración con servicios externos: titulares
RSS, favoritos compartidos, blogs, wikis, incrustación de elementos multimedia, etiquetas o
tags, redes sociales, etc. (Adell, 2013; Area y Adell, 2009; Castañeda y Adell, 2013; Marín,
2014) compuesto por distintas herramientas búsqueda, adquisición y gestión de la
información; herramientas para la transformación de la información; herramientas de
comunicación con otras personas y de difusión (Adell, 2013).
Bien es cierto que la tecnología avanza de cada vez más rápido y a la escuela le cuesta
adaptarse (Schadenbauer, 2008); tanto por falta de dotaciones tecnológicas como humanas
y, sumado a ello, capital que haga frente (Trigueros García, 2011). Por ello hay que aunar
esfuerzos para avanzar en el mundo de la tecnología educativa, puesto que posibilita el
aprendizaje cooperativo, colaborador, activo y autónomo (Moss, 2014); además, podemos
aprender en cualquier sitio y momento, añadiendo la facultad de ubicuidad (García, 2013;
Moss, 2014; Sampson, Isaias, Ifenthaler y Spector, 2013) y por consiguiente la
personalización del aprendizaje (Tourón, Prieto, Daniels, & Santiago, 2014) gracias al uso del
dispositivo móvil (m-learning).
Para poder comprender a qué volumen se enfrenta la tecnología educativa en cuanto a las
características de la sociedad y medios, se ve en la figura 3 que la tecnología de la
información y comunicación forma parte de la sociedad actual. En dicha figura se presentan
unas cifras relacionadas con la Sociedad de la Información y el Comunicación y ellas
respaldan la necesidad de una educación actualizada a sus demandas: