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Pour une théorie matérialiste du racisme

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Une émission de théorisation matérialiste du racisme, au-delà de l’antiracisme essentialiste, antisémite et social-démocrate du PIR et de l’antiracisme idéaliste, moral et parfois anti-musulmans des anti-racialisateurs, des républicains de gauche et des libéraux – avec Zaschia, auteur de plusieurs articles à ce sujet.


Avec une définition du racisme comme division inégalitaire, matérielle (division du travail capitaliste, statut légal, rapports de force géopolitiques, discriminations, violences policières) et idéologique (relativement autonome des rapports de domination racistes), de l’humanité en des « races » comme construction sociales réellement agissantes ;

avec une explication matérialiste de l’origine des « races » non comme réalités biologiques mais comme aboutissement de processus situés de « racisation » politiques, économiques et idéologiques ;

avec une comparaison des rapports de classe avec ceux de « race » (contestés dans leur réalité du fait d’un anti-racisme idéaliste, plus complexes du fait d’une multitude de racismes et de processus de racisation), ces derniers étant davantage essentialisants (et excluants, notamment en temps de crise), producteurs de discriminations spécifiques, et pouvant surclasser des hiérarchies de classe (un prolétaire non-racisé étant supérieur dans un contexte colonial à un bourgeois racisé) ;

avec une histoire de « la race » comme catégorie émergente à partir du 15ème siècle dans un contexte de conquête catholique de l’Espagne, d’émergence de relations géopolitiques inégales et de colonisation occidentale du monde ;

avec une critique des théories du racisme comme hostilité entre des groupes ethniques hétérogènes mis dans un même espace ;

avec une présentation des catégories raciales comme mise en ordre inégalitaire (et excluante) des sociétés ;

avec un rappel de l’articulation et de l’interpénétration dynamique (avec la frange surexploitée et/ou exclue du prolétariat très souvent racisée) des rapports de domination de race, de classe et de genre (plus ou moins déterminants en fonction des contextes), et du caractère historiquement changeant du racisme ;

avec une mise en exergue des similitudes du discours du PIR et de l’anti-racisme républicain d’une part (focalisation sur un niveau politico-juridique comme responsable du racisme, compris comme ensemble de « politiques », et donc comme moyen de mettre fin au racisme, comme soi-disant au sujet de l’antisémitisme à partir de 1945) et des anti-racialisateurs et de l’anti-racisme républicain d’autre part (même discours avec deux concepts « universalistes » interchangeables, celui de prolétariat et celui d’humanité), et même des trois (vision du racisme comme produit d’un petit groupe de gens, qu’il s’agisse du patronat, de l’Etat colonial blanc et/ou de l’extrême-droite) [1ère partie, 1 heure]

http://www.gallimard.fr/var/storage/images/product/705/product_9782070422302_195x320.jpg


Après des extraits sonores de Colette Guillaumin, une présentation des écueils potentiels d’une théorie matérialiste du racisme : le réductionnisme idéaliste (ou sémiologique), qui absolutise « la race » comme un champ séparé du réel et comme principalement un fait de discours ;

le réductionnisme économique, qui au contraire déduit « les races » des catégories du capital (« population surnuméraire » ou encore « classe surexploitée ») ;

le fonctionnalisme, qui déduit les processus de racialisation par leur fonction/intérêt du point de vue du capital (surexploitation, division des ouvriers), oubliant complètement l’autonomie relative du racisme comme idéologie (partiellement) irrationnelle ;

et enfin l’objectivisme intégral, faisant des groupes racisés des objets passifs du racisme, alors qu’il s’agit plutôt d’acteurs d’un rapport de pouvoir antagonique, éventuellement susceptibles de s’abolir en tant que « race » en abolissant le système raciste lui-même [2ème partie, 30 minutes]


Liens

L’article inspirateur de l’émission

https://vacarme.org/article2778.html

De l’invité (individuel ou en collectif)

Émissions évoquées ou en lien

Notes de lecture évoquées ou en lien

Blog recommandé à ce sujet

https://mignonchatonblog.wordpress.com/

Vidéos

https://www.youtube.com/watch?v=JnfvOy6bw9g

Résultat de recherche d'images pour "pour une histoire politique de la race"

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