Titre : |
Le Destin des immigrés : assimilation et ségrégation dans les démocraties occidentales |
Type de document : |
texte imprimé |
Auteurs : |
Emmanuel Todd (1951-....), Auteur |
Editeur : |
Paris : Éditions du Seuil |
Année de publication : |
DL 1994 |
Collection : |
L'Histoire Immédiate |
Importance : |
1 vol. (p. 390) |
Présentation : |
ill. |
Format : |
24 cm |
ISBN/ISSN/EAN : |
978-2-02-017304-9 |
Langues : |
Français (fre) |
Catégories : |
(4-15) Europe de l'Ouest (73) USA 314.7 Immigration / Emigration / Diasporas / Exil 316.61 Intégration. Assimilation. Sociabilisation 316.73 Interculturel Métissage Différence Multiculturel 321.7 Démocratie / Démocratisation 323.118 Racisme. Rejet. Préjugés. Discriminations. Ségrégation raciale. Xénophobie
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Index. décimale : |
325.1 Immigration / Multiculturalisme |
Résumé : |
Site éditeur :
Comment s’effectue – ou ne s’effectue pas – l’assimilation des immigrés dans les démocraties occidentales ? À quelle logique profonde obéit ce processus d’absorption culturelle et politique ? Une chose est sûre : certaines sociétés parviennent à assimiler relativement vite leurs populations immigrées, alors que d’autres échouent irrémédiablement sur le long terme. Seul l’examen des réalités quotidiennes comme les mariages mixtes, la vie familiale, scolaire ou religieuse permet de saisir la vérité – souvent paradoxale – d’une société. Comparant quatre sociétés « témoins » – l’Amérique, l’Angleterre, l’Allemagne et la France – Emmanuel Todd propose une analyse résolument neuve de la question de l’immigration. |
Note de contenu : |
Table
Introduction
1. Universalisme et différentialisme : symétrie et asymétrie dans les structures mentales
2. Différentialisme et démocratie en Amérique (1630-1840)
3. L'assimilation des Blancs aux États-Unis
4. La ségrégation des Noirs aux États-Unis
5. L'illusion multiculturaliste
6. L'Angleterre: différentialisme de classe contre différentialisme de race
7. Les systèmes souches : perception de la différence et rêve d'unité
8. Assimilation et ségrégation en Allemagne
9. La France: l'homme universel et son territoire
10. L'émancipation des Juifs
11. La désintégration du système anthropologique maghrébin
12. La France et les couleurs
13. La fausse conscience
Conclusion
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Permalink : |
https://bibliotheque.territoires-memoire.be/pmb/opac_css/index.php?lvl=notice_di |
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) 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