![](data:image/png;base64,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)
46
I. Introducción
La Escuela de Soldados del Ejército ESFORSE es una Unidad Académica Especial, considerada
una institución de educación superior, conformada por 1230 aspirantes, entre 18 y 23 años,
distribuidos en primer y segundo año. El personal de aspirantes se integra a la institución para
participar de la formación de tecnólogo en ciencias militares, título emitido por la Universidad de
las Fuerzas Armadas ESPE (como institución de educación superior) y la ESFORSE (como entidad
formadora).
El 62% de los aspirantes tienen problemas con el hábito de lectura; lo cual se refleja en
la poca motivación que tienen hacia la misma. En este contexto, la institución busca inducir
en el estudiante el hábito de lectura desde su ingreso a la formación militar, considerando que
provienen de diversas culturas y estratos sociales. Lo que se pretende es convertir a la lectura en
una necesidad y actitud voluntaria, ya que es de suma importancia en la formación militar y los
diferentes niveles de educación superior. El esfuerzo y tiempo dedicado a la lectura tiene relación
con la redacción de documentos e informes de las normativas militares. Lectura y escritura tienen
un vínculo importante.
Las competencias lectoras están acompañadas de conductas individuales, mismas que al ser
estructuradas conllevan al individuo a conseguir de manera inconsciente esta competencia. Es
ahí donde el hábito de lectura permite al aspirante adquirir procedimientos organizados, formas
o costumbres lectoras, que le admiten desplegar y desarrollarse apropiadamente en los diversos
ámbitos de la vida profesional. Esto se ampara en el reconocimiento que los diferentes organismos
internacionales dan a la lectura; por ejemplo, para la Organización de las Naciones Unidas para
la Educación, la Ciencia y la Cultura (UNESCO) es “la forma que tenemos para acceder a los
conocimientos, a la participación activa en la sociedad (leer un contrato, leer una boleta, leer
un precio, leer la hora de un pasaje, etc.), dado que vivimos en un mundo letrado cada vez más
complejo” (UNESCO, 2016, p. 12).
Sánchez (1987) menciona que los hábitos de lectura son una capacidad adquirida que
predispone al sujeto a la lectura. No obstante, se tiene en cuenta que, tanto en la adquisición como
en el desarrollo del hábito, se presentan factores o agentes que favorecen o dificultan su progresión;
estos se denominan factores intervinientes. A su vez, algunos autores como Katsikas y Leontsini
(1996), Anderson, Wilson y Fielding (1988), Gilardoni (2006), Murillo et. al (2003), y Galicia y
Villuendas (2011, p. 58) comentan que las variables que indican la presencia de hábitos lectores
son: la cantidad de lectura, número de libros leídos en un periodo de tiempo determinado, tiempo
de lectura (número de horas dedicadas a leer) por placer en una unidad temporal determinada, la
frecuencia de asistencia a la biblioteca y la actitud a la lectura.
Considerando estas variables e identificando que durante el proceso de enseñanza-aprendizaje
existen errores de gramaticales y redundancia semántica y dialéctica al momento de realizar
narrativas, el presente documento representa un primer acercamiento a conocer la situación sobre
los hábitos de lectura en una comunidad de estudiantes. Para ello se realizó una encuesta a una
muestra representativa de los aspirantes de la ESFORSE con el propósito de describir la situación
de los aspirantes, buscando conocer a los responsables de la situación y considerar sus estrategias y
objetivos, para proyectar algunas posibles soluciones psicosociales, militares de seguridad y defensa
de la soberanía del Estado ecuatoriano.
Gutiérrez, Garcés y Muñoz