Desigualdades socio-espaciales del suicidio joven: un análisis geográfico de áreas pequeñas en el norte argentino | ||
| dc.conicet.datoinvestigacionid | 35467 | |
| dc.conicet.justificacion | ||
| dc.conicet.linkAdjunto | sigeva_files/POSTULANTE/23290195179/DATO/35459/fracc_sui.dbf | |
| dc.conicet.linkAdjunto | sigeva_files/POSTULANTE/23290195179/DATO/35459/fracc_sui.cpg | |
| dc.conicet.linkAdjunto | sigeva_files/POSTULANTE/23290195179/DATO/35459/fracc_sui.prj | |
| dc.conicet.linkAdjunto | sigeva_files/POSTULANTE/23290195179/DATO/35459/fracc_sui.shp | |
| dc.conicet.linkAdjunto | sigeva_files/POSTULANTE/23290195179/DATO/35459/fracc_sui.shx | |
| dc.conicet.localizacionjson | 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","tipo":"LUGAR","formato":"","latitud":"","longitud":"","puntosPoligonoList":[]},{"id":"","nombre":"Jujuy","padre":"undefined","geoJSON":"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","tipo":"LUGAR","formato":"","latitud":"","longitud":"","puntosPoligonoList":[]}]} | |
| dc.conicet.paisOrganizacion | Argentina | |
| dc.datacite.Creator | Leveau, Carlos Marcelo | |
| dc.datacite.DateType | Creado | |
| dc.datacite.PublicationYear | 2026 | * |
| dc.datacite.affiliation | Consejo Nacional de Investigaciones Científicas y Técnicas | |
| dc.datacite.date | 2026-2026 | |
| dc.datacite.language | spa | |
| dc.datacite.publisher | Consejo Nacional de Investigaciones Científicas y Técnicas | * |
| dc.datacite.resourceTypeGeneral | dataset | * |
| dc.datacite.subject | Epidemiología | |
| dc.datacite.version | 1.0 | |
| dc.date.accessioned | 2026-06-16T09:23:23Z | |
| dc.date.available | 2026-06-16T09:23:23Z | |
| dc.date.updated | 2026-06-11T09:06:24Z | |
| dc.description.abstract | Conjunto de datos geográficos necesarios para para modelar la asociación entre riesgo de suicidio en población joven (10-29 años) y las variables independientes, en las provincias de Jujuy, Salta y Tucumán, durante el periodo 2017-2023. Los códigos y paquetes necesarios para el análisis de regresión, en el programa R, se encuentran en el Cuadro S1 del manuscrito titulado "Desigualdades socio-espaciales del suicidio joven: un análisis geográfico de áreas pequeñas en el norte argentino" (actualmente bajo segunda ronda de revisión en la revista Cadernos de Saude Publica). Las variables incluidas en los modelos son: sui_fracc: conteos de suicidios de 10-29 años (variable dependiente). sfrag: índice de fragmentación social. Znuc_inc : porcentaje de hogares nucleares incompletos (puntaje Z). Znbi: porcentaje de hogares con NBI (puntaje Z). Zrur_disp: porcentaje de viviendas en zonas con población rural dispersa (puntaje Z). ppob_var: porcentaje de población de varones. ppob1019: porcentaje de población de 10-19 años. pob1029_X7: población de 10-29 años multiplicada por 7 (offset del modelo). La variable "sui_fracc" fue obtenida del Sistema Nacional de Información Criminal del Ministerio de Seguridad de la Nación (https://datos.gob.ar/dataset?organization=seguridad), mientras que la construcción de las restantes variables fue utilizando los datos del Censo de población de 2022 (https://www.indec.gob.ar/indec/web/Nivel4-Tema-2-41-165). | |
| dc.description.fil | Fil: Leveau, Carlos Marcelo. Consejo Nacional de Investigaciones Científicas y Técnicas; Argentina | |
| dc.identifier.citation | Leveau, Carlos Marcelo; (2026): Desigualdades socio-espaciales del suicidio joven: Un análisis geográfico de áreas pequeñas en el norte argentino. Consejo Nacional de Investigaciones Científicas y Técnicas. (dataset). http://hdl.handle.net/11336/289500 | * |
| dc.identifier.institucional | CONICET | |
| dc.identifier.repo | CONICET Digital | |
| dc.identifier.uri | http://hdl.handle.net/11336/289500 | |
| dc.rights | info:eu-repo/semantics/openAccess | |
| dc.rights.uri | https://creativecommons.org/licenses/by-nc-sa/2.5/ar/ | |
| dc.subject.keyword | ANÁLISIS ESPACIAL | |
| dc.subject.keyword | REGRESIÓN ESPACIAL | |
| dc.subject.keyword | MORTALIDAD | |
| dc.subject.keyword | FACTORES SOCIOECONÓMICOS | |
| dc.title | Desigualdades socio-espaciales del suicidio joven: un análisis geográfico de áreas pequeñas en el norte argentino | |
| dc.type | dataset | * |
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