Base de datos para la realización del Análisis de Componentes Principales | ||
| dc.conicet.datoinvestigacionid | 27438 | |
| dc.conicet.justificacion | ||
| dc.conicet.linkAdjunto | sigeva_files/POSTULANTE/20359831863/DATO/27413/matriz.xlsx | |
| dc.conicet.localizacionjson | 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","tipo":"LUGAR","formato":"","latitud":"","longitud":"","puntosPoligonoList":[]}]} | |
| dc.conicet.paisOrganizacion | Argentina | |
| dc.conicet.tituloRelacion | Valoraciones ambientales y decisiones productivas: agroindustria y agroecología en la región pampeana argentina | |
| dc.datacite.Creator | Azerrat, Juan Martín Inti | |
| dc.datacite.DateType | Creado | |
| dc.datacite.DescriptionType | Otro | |
| dc.datacite.PublicationYear | 2025 | * |
| dc.datacite.affiliation | Consejo Nacional de Investigaciones Científicas y Técnicas. Centro Científico Tecnológico Conicet - Patagonia Norte. Instituto de Investigaciones en Diversidad Cultural y Procesos de Cambio. Universidad Nacional de Río Negro. Instituto de Investigaciones en Diversidad Cultural y Procesos de Cambio | |
| dc.datacite.date | 01/03/2024-01/10/2024 | |
| dc.datacite.description | Base de datos utilizada para la realización del Análisis de Componentes Principales de la tesis "Valoraciones ambientales y decisiones productivas: agroindustria y agroecología en la región pampeana argentina" (Azerrat, 2024). | |
| dc.datacite.language | spa | es |
| dc.datacite.publisher | Consejo Nacional de Investigaciones Científicas y Técnicas | * |
| dc.datacite.relacionRelatedIdentifierType | URL | |
| dc.datacite.resourceTypeGeneral | dataset | * |
| dc.datacite.subject | Ciencia Política | es |
| dc.datacite.subject | Ciencia Política | es |
| dc.datacite.subject | CIENCIAS SOCIALES | es |
| dc.datacite.version | 1.0 | es |
| dc.date.accessioned | 2025-05-26T11:01:39Z | |
| dc.date.available | 2025-05-26T11:01:39Z | |
| dc.date.updated | 2025-05-26T08:50:19Z | |
| dc.description.abstract | Base de datos utilizada para la realización del Análisis de Componentes Principales de la tesis "Valoraciones ambientales y decisiones productivas: agroindustria y agroecología en la región pampeana argentina". este trabajo analiza las decisiones productivas tomadas por los productores agroindustriales y agroecológicos de la región pampeana mediante un estudio comparativo. Para ello, por un lado, se propone un diseño metodológico integral que se compone de 37 entrevistas semiestructuradas a ambos tipos de productores y la construcción de una matriz de datos de toda la información cualitativa que permiten comprender en profundidad el fenómeno de estudio y corroborar empíricamente el argumento propuesto. Por otro lado, la realización de un cuestionario que respondieron 47 productores y la realización de un Análisis de Componentes Principales que permite entender las variación de valoraciones de los productores en torno a la sostenibilidad ambiental y la rentabilidad económica. | es |
| dc.description.fil | Fil: Azerrat, Juan Martín Inti. Consejo Nacional de Investigaciones Científicas y Técnicas. Centro Científico Tecnológico Conicet - Patagonia Norte. Instituto de Investigaciones en Diversidad Cultural y Procesos de Cambio. Universidad Nacional de Río Negro. Instituto de Investigaciones en Diversidad Cultural y Procesos de Cambio; Argentina | |
| dc.identifier.citation | Azerrat, Juan Martín Inti; (2025): Base de datos para la realización del Análisis de Componentes Principales. Consejo Nacional de Investigaciones Científicas y Técnicas. (dataset). http://hdl.handle.net/11336/262553 | * |
| dc.identifier.institucional | CONICET | |
| dc.identifier.repo | CONICET Digital | |
| dc.identifier.uri | http://hdl.handle.net/11336/262553 | |
| dc.relationtype.isSourceOf | https://ri.unsam.edu.ar/handle/123456789/2795 | |
| dc.rights | info:eu-repo/semantics/restrictedAccess | * |
| dc.rights.license | Protección de datos personales (Ley 25.326) | * |
| dc.subject.keyword | Valoraciones ambientales | es |
| dc.subject.keyword | Decisiones productivas | es |
| dc.subject.keyword | Agroindustria | es |
| dc.subject.keyword | Agroecología | es |
| dc.title | Base de datos para la realización del Análisis de Componentes Principales | es |
| dc.type | dataset | * |
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