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López. El docente ecuatoriano que requiere la educación del Siglo XXI
educativo, tal como menciona (Ortiz Ocaña, 2005, p. 24) citado por (Vásquez,
2012) un modelo pedagógico “es la representación de las relaciones que
predominan en el acto de enseñar, es también un paradigma que puede coexistir
con otros y que sirve para organizar la búsqueda de nuevos conocimientos en el
campo de la pedagogía" (p. 160), con base a esta definición, se analiza que el
modelo pedagógico está enmarcado en el proceso enseñanza-aprendizaje, en el
cual uno de sus componentes principales para llevar a cabo esta actividad es el
docente, quien tiene en sus manos a la noble tarea de llevar cabo una educación de
calidad acorde a los intereses de sus educandos.
En la historia de la educación han surgido varios modelos pedagógicos que han
marcado el trabajo docente, tal es el caso de la pedagogía tradicional, inició en el
Siglo XVII hasta el Siglo XIX, (Ortiz Ocaña, 2011) mencionó que la pedagogía
tradicional “tiene su concepción en el criterio de que es la escuela la institución
social encargada de la educación pública masiva y fuente fundamental de la
información la cual tiene la misión de la preparación intelectual y moral” (p.125). El
papel del educador consistía en una persona rigurosa, analítica, sintética,
transmisor de conocimientos, en consecuencia, el estudiante era un receptor del
conocimiento tan solo reproducía las instrucciones que recibía por parte de su
maestro, estos aspectos acompañaron el proceso educativo hasta finales del siglo
XIX.
También es importante señalar la escuela nueva, surge a finales del Siglo XIX y
principios del siglo XX, su fundador fue Dewey, quien centra el interés en el
educando y en el desarrollo de sus capacidades, lo reconoce como sujeto activo de
la enseñanza aprendizaje, (Filho, 1964) citado por (Narváez, 2006), mencionó
que, “la escuela nueva no se refiere a un solo tipo de escuela, sino a todo un
conjunto de principios tendientes a rever las formas tradicionales de la enseñanza,
que constantemente se actualicen acorde a la realidad educativa”(p.4). Se refiere
a una educación integradora, centrada en el estudiante como un ser activo,
descubre el conocimiento, participa y colabora en distintas actividades, el docente,
dirige el aprendizaje, genera clases participativas e integradoras.
Posterior a ello en los inicios del Siglo XX, la pedagogía sufre un proceso de
transformación, los componentes rigurosos, estrictos y tradicionalistas que
formaban parte de la pedagogía tradicional se modifican y surge la pedagogía
contemporánea, según Falla (2017), se refiere a “los movimientos y/o teorías que
se caracterizan por tener una línea del pensamiento e investigación definida sobre
la cual se realizan aportes permanentemente, y que les dan coherencia, solidez y
presencia en el tiempo a los discursos que la constituyen” (p.1), la pedagogía
contemporánea surge como respuesta a las exigencias propias de la época,
tomando en cuenta los factores sociales, económicos y culturales, que solicitaban
un nuevo modelo pedagógico que les permita exponer sus ideas, experimentar
aprendizajes nuevos y participación activa dentro del proceso enseñanza-
aprendizaje.
Perfil docente en el Ecuador
La palabra docente se deriva del verbo latino docere (enseñar), estas palabras
constituyen los términos que conocemos en la actualidad.
87
Revista Científica Ciencia y Tecnología Vol 22 No 34 págs. 84-93
http://cienciaytecnologia.uteg.edu.ec
La formación del profesional docente, como mencionan (Louzano & Miranda, 2014)
citados por (Espinoza, 2020) “Consiste en la formación de un educador del siglo
XXI que está asociada a la emergencia de nuevas maneras de concebir el
conocimiento y el proceso de la ciencia” (p.296), que coadyuven a impulsar y
mejorar la enseñanza de la niñez, adolescencia y juventud ecuatoriana.
El docente constituye una de las piezas más importantes dentro del sistema
educativo tal como menciona (Prieto, 2008) “El docente va a sumar dentro de su
práctica educativa diferentes creencias, convicciones y escalas de valores que, sin
lugar a dudas, va a transmitir en su discurso pedagógico con sus alumnos” (p.328),
en el contexto educativo se produce un intercambio de conocimientos, ya que el
maestro es una persona que posee los conocimientos para guiar a sus estudiantes,
pero los estudiantes también tienen conocimientos y a la vez puede aportar con
distintos conceptos referentes al tema de clases que se esté trabajando, la
enseñanza en la actualidad ya no está centrada en la figura del maestro sino en la
en el estudiante como un ser activo que participa y genera conocimientos mediante
la guía del docente.
El perfil docente en la actualidad debe contener los siguientes aspectos
pedagógicos, axiológicos y tecnológicos que menciona (Marqués, 2000, p. 7), las
competencias necesarias para una persona que se dedique a la docencia deben
contemplar cuatro dimensiones principales:
• Conocimiento de la materia que van a impartir y de la cultura actual (competencia
cultural).
• Competencias pedagógicas: habilidades didácticas, tutoría, técnicas de
investigación-acción, conocimientos psicológicos y sociales (resolver conflictos,
dinamizar grupos, tratar la diversidad...)
• Habilidades instrumentales y conocimiento de nuevos lenguajes: tecnologías de la
información y la comunicación, lenguajes audiovisual e hipertextual...
• Características personales. No todas las personas sirven para la docencia, ya que
además de las competencias anteriores son necesarias: madurez y seguridad,
autoestima y equilibrio emocional, empatía...
El docente es un profesional de la enseñanza que toma decisiones continuas, en
contextos particulares, con el propósito de ampliar las oportunidades de aprendizaje
de niñas, niños y adolescentes que son sus estudiantes, pero en la actualidad la
educación requiere de un profesional que brinde una respuesta oportuna a los
intereses y necesidades de aprendizaje que presentan los estudiantes.
Actualmente la educación cambio su forma tradicional de llevar a cabo el proceso
enseñanza-aprendizaje, desde el año 2020, como consecuencia de la pandemia,
todas las actividades se modificaron, pero en el ámbito educativo es aquel que sufrió
más modificaciones, el aula de clases integrada por el docente y estudiantes,
cambió radicalmente, la enseñanza personalidad se convirtió en una enseñanza
digital, a través de un computador, computador, aplicaciones informáticas entre
otros elementos que se utilizaron para continuar con el proceso enseñanza
aprendizaje, referente a las características expuestas surge la siguiente
interrogante ¿los docentes estaban totalmente capacitados para iniciar la nueva
modalidad de enseñanza?
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