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: Robert Castel et la question de la citoyenneté
[article]
Titre : |
Être un républicain conséquent : Robert Castel et la question de la citoyenneté |
Type de document : |
document électronique |
Auteurs : |
Albert Ogien |
Année de publication : |
2017 |
Article en page(s) : |
p. 93-104 |
Note générale : |
Actes du colloque « Les nouveaux défis de la question sociale. Risques, sécurités, solidarités », Rouen, février 2015. |
Langues : |
Français (fre) |
Catégories : |
TS Citoyenneté # Politique publique # Violence urbaine
|
Résumé : |
"Sur la base de l'analyse des faits des émeutes urbaines de l'automne 2005, Robert Castel a développé sa thèse de la discrimination négative publiée dans un ouvrage en 2007. Ce constat, évident à ses yeux, a déclenché des violentes critiques de la part de certains de ses pairs, dues en partie à une difficulté de méthode, comment nommer les phénomènes observés en banlieue, mais liées également à des désaccords de nature plus conceptuelle concernant la notion d'égalité. Albert Ogien revient sur les différentes causes explicatives du « problème social total » des banlieues et débat autour des questions d'intégration, ethnicité et d'exercice de la démocratie." |
En ligne : |
https://www.cairn.info/revue-sciences-et-actions-sociales-2017-3-page-93.htm |
Permalink : |
http://cdocs.helha.be/pmblln/opac_css/index.php?lvl=notice_display&id=27747 |
in Sciences et Actions Sociales [Périodique électronique] > 8 (2017) . - p. 93-104
[article] Être un républicain conséquent : Robert Castel et la question de la citoyenneté [document électronique] / Albert Ogien . - 2017 . - p. 93-104. Actes du colloque « Les nouveaux défis de la question sociale. Risques, sécurités, solidarités », Rouen, février 2015. Langues : Français ( fre) in Sciences et Actions Sociales [Périodique électronique] > 8 (2017) . - p. 93-104 | ![Être un républicain conséquent 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) 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Exemplaires