Organización de la Administracion General del Estado
Última actualización: 25/01/2022
Contenido de esta página
Cómo se organiza la Administración General del Estado
La Administración General del Estado comprende:
a) La Organización Central, que integra los Ministerios.
b) La Organización Territorial.
c) La Administración General del Estado en el exterior.
Organización Central de la AGE
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Ministerios
La Administración General del Estado se organiza en Presidencia del Gobierno y en Ministerios, a los que corresponden uno o varios sectores funcionalmente homogéneos de actividad administrativa.
También pueden existir órganos superiores o directivos u Organismos públicos no integrados o dependientes, respectivamente, en la estructura general del Ministerio que, con carácter excepcional, se adscriban directamente al Ministro.
La determinación del número, la denominación y el ámbito de competencia respectivo de los Ministerios y las Secretarías de Estado se establecen mediante Real Decreto del Presidente del Gobierno, que se publica en el Boletín Oficial del Estado (BOE).
En la actualidad hay 22 ministerios: puedes acceder a sus directorios, estructuras y organigramas.
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Secretarías de Estado y Secretarías Generales
En los Ministerios pueden existir Secretarías de Estado, y Secretarías Generales, para la gestión de un sector de actividad administrativa. De ellas dependerán jerárquicamente los órganos directivos que se les adscriban.
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)
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Subsecretarías y Secretaría General Técnica
Los Ministerios contarán, en todo caso, con una Subsecretaría, y dependiendo de ella una Secretaría General Técnica, para la gestión de los servicios comunes.
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)
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Direcciones Generales y Subdirecciones Generales
Las Direcciones Generales son los órganos de gestión de una o varias áreas funcionalmente homogéneas.
Las Direcciones Generales se organizan en Subdirecciones Generales para la distribución de las competencias encomendadas a aquéllas, la realización de las actividades que les son propias y la asignación de objetivos y responsabilidades. Además, podrán adscribirse directamente Subdirecciones Generales a otros órganos directivos de mayor nivel o a órganos superiores del Ministerio.
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)
Ministerios
La Administración General del Estado se organiza en Presidencia del Gobierno y en Ministerios, a los que corresponden uno o varios sectores funcionalmente homogéneos de actividad administrativa.
También pueden existir órganos superiores o directivos u Organismos públicos no integrados o dependientes, respectivamente, en la estructura general del Ministerio que, con carácter excepcional, se adscriban directamente al Ministro.
La determinación del número, la denominación y el ámbito de competencia respectivo de los Ministerios y las Secretarías de Estado se establecen mediante Real Decreto del Presidente del Gobierno, que se publica en el Boletín Oficial del Estado (BOE).
En la actualidad hay 22 ministerios: puedes acceder a sus directorios, estructuras y organigramas.
Secretarías de Estado y Secretarías Generales
En los Ministerios pueden existir Secretarías de Estado, y Secretarías Generales, para la gestión de un sector de actividad administrativa. De ellas dependerán jerárquicamente los órganos directivos que se les adscriban.
Subsecretarías y Secretaría General Técnica
Los Ministerios contarán, en todo caso, con una Subsecretaría, y dependiendo de ella una Secretaría General Técnica, para la gestión de los servicios comunes.
Direcciones Generales y Subdirecciones Generales
Las Direcciones Generales son los órganos de gestión de una o varias áreas funcionalmente homogéneas.
Las Direcciones Generales se organizan en Subdirecciones Generales para la distribución de las competencias encomendadas a aquéllas, la realización de las actividades que les son propias y la asignación de objetivos y responsabilidades. Además, podrán adscribirse directamente Subdirecciones Generales a otros órganos directivos de mayor nivel o a órganos superiores del Ministerio.
Organización Territorial de la AGE
En la organización territorial de la Administración General del Estado son órganos directivos tanto los Delegados del Gobierno en las Comunidades Autónomas, que tendrán rango de Subsecretario, como los Subdelegados del Gobierno en las provincias, los cuales tendrán nivel de Subdirector general.
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Delegaciones del Gobierno
Existe una Delegación del Gobierno en cada una de las Comunidades Autónomas.
Ejercen la dirección y la supervisión de todos los servicios de la Administración General del Estado y sus Organismos públicos situados en su territorio (servicios integrados y no integrados).
Representan al Gobierno en el territorio de la Comunidad Autónoma.
Las Delegaciones del Gobierno tendrán su sede en la localidad donde radique el Consejo de Gobierno de la Comunidad Autónoma, salvo que el Consejo de Ministros acuerde ubicarla en otra distinta y sin perjuicio de lo que disponga expresamente el Estatuto de Autonomía.
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Subdelegaciones del Gobierno y Direcciones Insulares
Existe un Subdelegado del Gobierno en cada una de las provincias de las Comunidades Autónomas pluriprovinciales.
En las Comunidades Autónomas uniprovinciales, pueden crearse Subdelegaciones del Gobierno cuando circunstancias como la población del territorio, el volumen de gestión o sus singularidades geográficas, sociales o económicas así lo justifiquen.
En las islas de Menorca, Ibiza-Formentera, Lanzarote, Fuerteventura, La Palma, El Hierro y La Gomera, existe un Director insular de la Administración General del Estado.
Los Directores insulares dependerán jerárquicamente del Delegado del Gobierno en la Comunidad Autónoma o del Subdelegado del Gobierno en la provincia cuando este cargo exista.
Administración General del Estado en el exterior
En la Administración General del Estado en el exterior son órganos directivos los embajadores y representantes permanentes ante Organizaciones internacionales.
El Servicio Exterior del Estado se rige en todo lo concerniente a su composición, organización, funciones, integración y personal por lo dispuesto en la Ley 2/2014, de 25 de marzo, de la Acción y del Servicio Exterior del Estado y en su normativa de desarrollo y, supletoriamente, por lo dispuesto en la Ley 40/2015 de 1 de octubre, de Régimen Jurídico del Sector Público.