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)
12
I. Introducción
En el límite político internacional que bordea con la provincia de Esmeraldas, zona fronteriza con Colombia,
en el año 2018 se presentaron un sin número de actos violentos como asesinatos, cadáveres mutilados,
narcotráco, ocasionando una guerra que fue desatada de manera inesperada por terroristas y narcotracantes
(Bargent, 2019).
En el año 2018, se registró la explosión de un carro bomba fuera del cuartel de la policía, incidente
atribuido al grupo Fuente Oliver Sinisterra (FOS), fuerzas revolucionarias que se dedicaron a fomentar el
narcotráco, violencia, secuestro y asesinato. Es por ello por lo que, inteligencia nacional en la actualidad,
mediante sus investigadores, ha logrado detener alrededor de 75 integrantes de las FOS (Bargent, 2019).
Es así como se detecta un problema que es la violencia en la frontera Norte según (Molina, 2001), siendo
imprescindible la seguridad en esta región. Los factores que intervienen para el cometimiento de la violencia
y/o actos violentos se deben a la pobreza, desempleo, analfabetismo, disminuyendo la seguridad en esta región.
Es por ello que se pretende realizar el estudio correlacional entre las variables seguridad y violencia.
Con la nalidad de mantener la seguridad se han creado normas legales para aplicar y emplear las
herramientas de fuerza que representan a la seguridad del país, donde se plasman los objetivos estratégicos y
lineamientos que se orientan y destinan a la seguridad del ciudadano ecuatoriano en su territorio.
II. Materiales y Métodos
La seguridad puede denirse como la sostenibilidad entre un grupo poblacional y un territorio en particular
en los cuales se de la usencia de amenazas que pongan en peligro la estabilidad colectiva. Se parte desde la
diferenciación entre la seguridad nacional, que es constituida por la identidad de un Estado rme que mantiene
el equilibrio de poder, patriotismo con objetivos y la defensa nacional, que se reere a la consecución frente a
las amenazas y riesgos (Jarrín, 2018).
La política de Defensa Nacional es el resultado del trabajo cohesionado de Fuerzas Armadas, la sociedad
civil, la academia y los organismos internacionales (Jarrín, 2018), la seguridad ciudadana se establece del
accionar de varios actores para llegar a sus objetivos, dentro de los cuales está el mantener la seguridad en el
territorio nacional.
Durante los últimos años, la convivencia en términos de paz ha generado el sentimiento de seguridad
basados en el Plan Estratégico, objetivos institucionales y en el respeto de las normas y leyes que establece el
Estado. Para su cumplimiento, el Estado ha entregado esta responsabilidad a la Policía Nacional con el apoyo
de las Fuerzas Armadas; pero, para la generación de una seguridad integral, es necesaria la actuación de todas
las instituciones del Estado comprometidas con los objetivos del nuevo milenio.
El objetivo sustancial para el Ecuador es la construcción de una cultura de paz cuyo eje primordial es la
seguridad del Estado y de las personas que constituyen la protección de la vida libre de violencia; en tal virtud,
desde la seguridad integral se busca construir una cultura de paz y un ambiente armónico para el desarrollo.
La frontera Norte del Ecuador comprende una extensión de 586 km2, en los cuales se han generado
algunos actos violentos que han disminuido el sentimiento de seguridad de los habitantes de estas zonas.
Actos delictivos como robos, extorción, inseguridad, secuestros, asesinatos, narcotráco y tráco ilícito de
González, Rojas y Duque