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)
Revista de Ciencias de Seguridad y Defensa
37
I. Introducción
Los estados de excepción, como múltiples guras jurídicas de nuestro ordenamiento jurídico, tienen su
origen en el Derecho Romano (Agamben, 2008, pp. 221–222), constituyendo además uno de los temas más
delicados dentro del Derecho Constitucional (Salgado, 1987, p. 39), ya que el Presidente asume facultades
extraordinarias y concentra todo el poder (Oyarte, 2015, p. 455). La Constitución de la República del
Ecuador (Asamblea Nacional Constituyente, 2008) en su artículo 164 incisos primero y segundo dispone lo
siguiente:
Art. 164.- La Presidenta o Presidente de la República podrá decretar el estado de excepción en
todo el territorio nacional o en parte de él en caso de agresión, conicto armado intencional
o interno, grave conmoción interna, calamidad pública o desastre natural. La declaración del
estado de excepción no interrumpirá las actividades de las funciones del Estado (LEXIS S.A.,
2021, p. 92).
El estado de excepción observa a los principios de necesidad, proporcionalidad, legalidad,
temporalidad, territorialidad y razonabilidad. El decreto que establezca el estado de excepción
contendrá la determinación de la causal y su motivación, ámbito territorial de aplicación, el
periodo de duración, las medidas que deberán aplicarse, los derechos que podrán suspenderse
o limitarse y las noticaciones que correspondan de acuerdo a la Constitución y a los tratados
internacionales (Corporación de Estudios y Publicaciones, 2021, p. 68).
Por lo que en el contexto actual de emergencia sanitaria y calamidad pública a nivel mundial han sido
un mecanismo y una herramienta constitucional fundamental en el combate a la Pandemia de la covid-19
que estamos atravesando. Lo establecido en la Constitución de la República del Ecuador se complementa
con lo dispuesto en la Ley Orgánica de Garantías Jurisdiccionales y Control Constitucional (Registro
Ocial, 2009b) que regula el control constitucional de los estados de excepción en los artículos 119 al
125 (Zonalegal, 2021, pp. 36–37) y la Ley de Seguridad Pública y del Estado que se reere a los estados
de excepción en los artículos 28 al 37 (Registro Ocial, 2009a, pp. 10–12).
A pesar de existir una normativa constitucional y legal amplia, se han presentado inconvenientes en
la aplicación y utilización de esta herramienta constitucional. Cada país maneja diferentes procedimientos,
aplicaciones inclusive denominaciones, como por ejemplo: estado de emergencia, de sitio, de guerra, de
alarma, entre otros (Melo Delgado, 2015, p. 44). En el contexto actual de la emergencia sanitaria a nivel
mundial, el estado de excepción es “un mecanismo de defensa del estado constitucional y defensa de
los derechos humanos, y en el contexto de la pandemia por covid-19, es un mecanismo de defensa del
derecho a la salud”(Carbonell, 2020). En la emergencia sanitaria y calamidad pública actual se analiza la
aplicación del estado de excepción en el contexto de la pandemia por la covid-19 en el Ecuador.
También hay diferentes criterios o puntos de vista, contrarios o críticos con la utilización de
los regímenes de excepción durante la pandemia de la covid-19. En el caso ecuatoriano, de los cuatro
decretos de excepción y tres de renovación, hubo dictámenes tanto de constitucionalidad como de
inconstitucionalidad por parte de la Corte Constitucional del Ecuador. Además se debe respetar las
disposiciones del Derecho Internacional de los Derechos Humanos, ya que los Derechos Humanos y más
aún en un estado de excepción, se convierten en un asunto de importancia de los estados y la comunidad
internacional (Villabella, 2020, p. 162). Además, se debe cumplir con el marco jurídico internacional y
estándares parámetros o requisitos internacionales para su aplicación.
Los estados de excepción en el Ecuador