![](data:image/png;base64,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)
62
EDUCACIÓN
Revista de la Universidad de Guayaquil Nº 112,
Enero - Abril 2012, ISSN 1019 - 6161
Dr. Franklin Salazar Savinovich
Profesor titular de la Escuela de Sociología. Facultad de Jurisprudencia de la Universidad de Guayaquil.
Diplomado en Educación Superior
Doctorado en Jurisprudencia
E-mail: franklinvsalazar@hotmail.com
formación y pertinencia, cambiando de actitud y va-
lores, regresando a una comunidad de aprendizajes
integrada por todos los actores universitarios, propi-
ciando una nueva cultura universitaria.
El nuevo rol del docente debe imponer una innovadora
relación profesor-estudiante, que al transformar una -
losofía y paradigma educativo, cree una nueva cultura
universitaria. Lograr un estudiante que busque más el co-
nocimiento y el aprendizaje, que la misma calicación;
que busque una profesión con vocación y paciencia y no a
la carrera y por conveniencia; un estudiante con una ver-
dadera orientación cientíca para escoger su profesión y
no confundirse; un alumno que en el futuro sea un verda-
dero cuadro diligente para el desarrollo nacional. La crisis
de la calidad de la educación, se debe a esta dicotomía:
la relación profesor-alumno. Se busca una nueva rela-
ción, donde el sujeto que enseña, el profesor, y el que
aprende, el alumno, sean aprendices permanentes y pro-
tagonistas de una aventura e investigación educativa. El
informe Delors, consideró que el cometido fundamental
del docente en la educación para el siglo XXI, se resume
en “transmitir la ación al estudio”.La relación autori-
taria, de etnocentrismo académico y de pavo real de
la cultura, debe desaparecer en el docente, por ser
contraria a la esencia de la enseñanza, basada en el
respeto al que aprende. Muy a pesar, que la vecindad
con el otro ser humano, está desapareciendo; hoy la
nueva cultura dominante, nos exige una estrecha ve-
cindad con los aparatos electrónicos, especialmente
el teléfono y la computadora, esos son nuestros ma-
ravillosos vecinos actuales.
El nuevo rol del docente, también tiene que ver con
el papel que juegan las tecnologías de la comunicación
y la información, aplicada a la educación superior, las
cuales ayudan a enriquecer el radio de acción del do-
cente. Lo que no hay que permitir es que una sobreva-
loración de estas herramientas produzca un detrimento
en el papel del docente. No olvidemos que en clase, el
que enseña es el profesor y no el instrumento, que es un
medio de apoyo a su labor y no un sustituto del mismo.
Los docentes de “agenda”, que utilizaban las metodolo-
gías tradicionales y la educación bancaria, pertenecen
al pasado. El diálogo profesor-alumno tiene suma im-
portancia en las nuevas relaciones de enseñanza-apren-
dizaje. La educación tiene que ser más participativa y
horizontal; tanto el profesor como el alumno participan
en las nuevas formas de enseñar y aprender. El proyecto
de clase tiene que ser fundamentalmente participativo,
con los avances de la ciencia y la tecnología, la cultura
globalizada y los nuevos escenarios educativos. Juntos
participar en la actualización de los conocimientos y
búsqueda de mejor y mayor información cientíca para
incorporarse en interacción con los alumnos. El libro
impreso seguirá siendo el principal instrumento del pro-
fesor, porque es difícil reemplazar a la lectura, que se
hace en el papel o en pantalla, es la mejor actividad en
el aprendizaje y el desarrollo cognitivo.
El nuevo rol del maestro, no requiere de cambios cos-
méticos: la tiza por el marcador, o el pizarrón por un
televisor o proyector; sino en los patrones de conducta
de los docentes, en los nuevos conocimientos, basada
en la nueva visión y dimensión del aprendizaje globa-
lizador y la mundialización de la cultura. Las compe-
tencias andragógicas y el nuevo rol del docente uni-
versitario, tienen que ver también con el diseño de los
nuevos programas de estudio, en función de los nuevos
conocimientos y tecnologías del proceso de enseñan-
za-aprendizaje. Los estudiantes deben aprender, no lo
que el profesor sabe, sino lo que la sociedad necesi-
ta que aprenda, y, por tanto, esos conocimientos de-
ben evidenciarse en el programa académico o sílabo.
La educación superior de hoy, no está centrada en
el profesor como sujeto que enseña, sino en el que
aprende, en los aprendizajes, este cambio fue una
verdadera innovación educativa, conocida como “la
revolución copernicana” en pedagogía.
Le es pertinente al docente universitario, que no es
especialista en áreas pedagógicas, tratar de incur-
sionar en esos saberes y de ser posible alcanzar su
profesionalización, porque este desfase, entre pro-
fesor no pedagogo y un buen proceso educativo, tie-
ne bastante que ver con la calidad de la enseñanza
superior y la del egresado.
Por último, este nuevo siglo exige un profesor de calidad, no
solamente con vastas competencias académicas y cientí-
cas, como lósofo, visionario y sobre todo investigador; sino
que en su actividad docente se identique con conductas
morales y éticas que evidencien su calidad docente, plura-
lismo ideológico y respeto a los demás. La más benecia-
da con el nuevo desempeño docente del profesor
universitario, es la calidad de la enseñanza, la mo-
dernización académica, la comunidad universitaria
y la sociedad ecuatoriana.
Artículo recibido: 07/02/2012
Fecha aprobado: 13/04/2012