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)
Revista de Ciencias de Seguridad y Defensa
57
threats in different scenarios in the area of security (comprehensive) and based on the needs of the Ecua-
dorian population. The Institution is located in the province of Tungurahua, within the canton Ambato. It is
led by an ofcer who exercises administrative management, complying with provisions of the Land Force,
Educational Model of the Armed Forces, and the laws, regulations, and regulations established in the Law
of Ecuadorian Higher Education. Therefore, a connection of processes in search of excellence and quality
of education is necessary to establish the school environment's pedagogical, academic, and administrative
needs. In order to comply with the objectives, goals, and strategies of the career, surveys were conducted
with 295 students, lecturers, and directors of ESFORSE.
Keywords: Quality; Higher Education; Management
I. Introducción
Actualmente en el mundo y América Latina las instituciones, organizaciones y empresas ejecutan
conjunto de actividades, medidas, soluciones y acciones que están orientadas a la mejora continua de los
procesos internos que cuenta las organizaciones y empresas, dentro de este contexto están incluidos los
centros Educativos. Entonces al hablar de calidad educativa, nos referimos al funcionamiento a través
de la búsqueda continua, autor reexiva de su mejoramiento, mediante el aseguramiento y fomento de la
cultura a través de la calidad educativa que establece control sobre los procesos de implementación de su
correcta gestión.
La Gestión nos ayuda a denir los objetivos educativos, para evaluar e impulsar a todos los miembros
de la comunidad educativa a la mejora continua de la Escuela y que esta cuente con una estructura formal
con competencias y funciones unicando criterios, optimizando el sistema documental, así responder a
las expectativas de la sociedad, de la Fuerza y de los alumnos-aspirantes
Frente a estas dicultades, los Estados a través de sus organismos de educación y organismos
internacionales como la ONU, BID y UNESCO, vienen planteadas propuestas nuevas en el ámbito
educativo con el intento de dar solución a los problemas educativos actuales.
En conformidad con la meta 4.3 del Objetivo de Desarrollo Sostenible 4: “Para 2030, asegurar
el acceso en condiciones de igualdad para todos los hombres y las mujeres a una formación técnica,
profesional y superior de calidad, incluida la enseñanza universitaria” (UNESCO, 2017), la UNESCO
proporciona apoyo técnico a los Estados Miembros a n de que puedan examinar sus estrategias y
políticas relativas a la educación superior en aras de mejorar el acceso equitativo a una enseñanza superior
de calidad y de reforzar la movilidad académica y su responsabilidad.
Actualmente en el país se evidencian reformas educativas que buscan alcanzar una educación de
calidad, además de redenir la participación de los actores en la educación. La educación es un instrumento
de formación a ciudadanos civiles y militares que se preparan en diversas carreras de acuerdo con las
necesidades y pertinencias que la sociedad ecuatoriana requiere:
Como lo señala la Ley Orgánica de Educación Superior en el art 93.- Principio de calidad. - El
principio de calidad consiste en la búsqueda constante y sistemática de la excelencia, la pertinencia,
producción óptima, transmisión del conocimiento y desarrollo del pensamiento mediante la autocrítica, la
crítica externa y el mejoramiento permanente (Capítulo 1 del Principio de Calidad).
Gestión de la calidad educativa