![](data:image/png;base64,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)
Roberto Sánchez-Cabrero
Universidad Alfonso X el Sabio, Madrid, España
Óscar Costa-Román
Universidad Isabel I la católica, Madrid, España
Lidia Mañoso-Pacheco
Universidad Antonio de Nebrija, Madrid, España
Miguel Novillo-López
Universidad Nacional de Educación a Distancia, Madrid, España
Francisco Pericacho-Gómez
Universidad Antonio de Nebrija, Madrid, España
Educación y Humanismo 21(36): pp. 113-136. Enero-Junio, 2019.
DOI: http://dx10.17081/eduhum.21.36.3265
Orígenes del conectivismo como nuevo paradigma del aprendizaje en la
era digital
Origins of connectivism as a new learning paradigm in the digital era
Resumen
Objetivo: Mostrar las raíces teóricas del conectivismo en las principales teorías históricas
sobre la adquisición de conocimiento y el aprendizaje, ya que se trata del paradigma educativo
más útil para entender el aprendizaje en la era digital y los procesos de
e-learning
. Método:
Se realiza una exhaustiva recopilación de fuentes originales pertinentes, seleccionadas en base
a su relevancia y significado dentro de cada corriente teórica. A través de esta revisión se
presenta al conectivismo como una evolución respecto a las escuelas anteriores y no una
revolución teórica en el ámbito pedagógico. Se valora al Psicoanálisis y la Escuela de la Gestalt
como antecedentes más remotos y se considera la influencia del Instruccionismo,
Constructivismo, Teoría del Caos, Neurociencia, Teoría de redes y Sistemas Adaptativos
Complejos como referentes directos. Se continúa con el análisis de las influencias recibidas por
las distintas escuelas teóricas coetáneas y actuales, como la Teoría de la Conversación, la
Teoría del Actor-Red, la Red de aprendizaje (
Network Learning
),
e-learning
2.0., Microlearning,
Nano-
learning
, Universidad 2.0., Currículum 2.0., Pedagogía 2.0., y el Navegacionismo, para
completar los fundamentos teóricos sobre los que se apoya el Conectivismo. Conclusión y
discusión: Se confirman las conexiones teóricas del conectivismo con las teorías expuestas y
se pronostica cada vez mayor relevancia en el ámbito educativo de este paradigma por su
adecuación a la realidad social actual.
Palabras clave: Conectivismo, Paradigmas educativos, Redes sociales, Nuevas tecnologías,
e-
learning
.
Abstract
Objective: To review the main theories about the main theories about knowledge and
learning, as the theoretical origins of Connectivism, as the most useful educational paradigm
to understand learning in the digital era and e-learning processes. Method: Through an
exhaustive compilation of pertinent original sources, selected based on their relevance and
meaning within each theoretical stream, Connectivism is presented as an evolution with
respect to previous schools and not a theoretical revolution in the pedagogical field.
Psychoanalysis and the School of Gestalt, on their part, are regarded in this research as the
earliest antecedents, and the influence of Instructionism, Constructivism, Chaos Theory,
Neuroscience, Network Theory and Theory of Complex Adaptive Systems is also introduced in
the present paper, as these theories are considered direct predecessors. It continues with the
analysis of the influences received by the different contemporary and contemporary theoretical
schools, namely the Theory of Conversation, the Actor-network theory, Network Learning, e-
learning 2.0., Microlearning, Nano-learning, University 2.0., Curriculum 2.0., Pedagogy 2.0.
and Navigationism. These schools complete the theoretical foundations on which Connectivism
is based. Conclusion and discussion: The theoretical connections of Connectivism with the
exposed theories are confirmed, and it is predicted an increasing relevance in the educational
field of this paradigm due to its adaptation to the current social reality.
Keywords: Connectivism, Educational Paradigms, Social Networking, New technologies, e-
learning.
Editor:
Patricia Martínez Barrios
Universidad Simón Bolívar
Correspondencia:
Roberto Sánchez
robsan9@gmail.com
Recibido:
2018-10-18
Aceptado:
20-11-18
Publicado:
02-01-19
DOI:
http://dx10.17081/edu
hum.21.36.3265
Copyright © 2019
Educación y
Humanismo
Cómo citar este artículo (APA): Sánchez-Cabrero, R., Costa-Román, O., Mañoso-Pacheco, L., Novillo-López, M & Pericacho-Gómez, F. (2019).
Orígenes del conectivismo como nuevo paradigma del aprendizaje en la era digital.
Educación y Humanismo
, 21(36), 113-136.DOI:
http://dx10.17081/eduhum.21.36.3265
ISSN: 0124-2121
E-ISSN: 2665-2420