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)
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)
![Laboratoire Centre lillois d’études et de recherches sociologiques et 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)
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automatiquement](data:image/png;base64,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)
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L’économie sociale et solidaire,
courants de pensée, acteurs et politiques.
10 novembre 2021, Espace Baïetto de la MESHS
Maison Européenne des Sciences de l’Homme et de la Société,
2 rue des Canonniers, Lille.
Pass sanitaire demandé (vaccination ou test TCR)
Inscription obligatoire : amelie.lefebvre@chairess.org
Présentation
À l’occasion de son centenaire, la Recma, Revue internationale d’économie sociale a proposé d’organiser des événements autour des courants de pensée qui ont inspiré et qui inspirent l’économie sociale et solidaire d’aujourd’hui. La ChairESS des Hauts-de-France a souhaité répondre à cette invitation pour rendre compte des dynamiques de l’ESS en région en restituant les travaux universitaires menées territorialement sur le sujet mais aussi en mobilisant des universitaires de la région poursuivant des travaux plus généraux sur l’ESS.
Tout d’abord, en nous intéressant aux rapports de l’économie sociale et solidaire avec l’État et le marché nous reviendrons sur la manière dont l’associationnisme du XIXème siècle a donné naissance à l’économie sociale en portant l’attention sur les modalités de reconnaissance par l’Etat. Les rapports avec le marché seront quant à eux appréhendés à travers les tensions que la mutualité connaît entre ses aspirations solidaristes et l’assimilation aux assurances que les institutions lui imposent.
Dans un deuxième temps, nous reviendrons sur les liens mais aussi parfois ruptures qu’ont entretenu certaines familles de l’économie sociale avec deux courants forts dans la région. Seront ainsi explorés les relations entre une coopérative de consommation et le mouvement socialiste puis celles entre les associations catholiques et la construction du secteur de l’aide à domicile.
Enfin, nous aborderons les rapports entre acteurs, chercheurs et politiques publiques de l’économie sociale et solidaire sous différents angles : en s’intéressant aux apports des épistémologies du sud dans la compréhension de la construction des savoirs entre population et chercheurs ; en revenant sur les différents réseaux d’acteurs de l’économie sociale et solidaire pour comprendre leur évolution et leur rôle dans la construction des politiques publiques régionales.
Déroulement prévisionnel
9 h 00 Accueil et présentation de la journée
L’économie sociale et solidaire entre État et marché
9 h 30 – La construction de l’économie sociale : une stratégie étatique, Anne Fretel, économiste, Université Paris 8 Vincennes – Saint-Denis.
10 h 00 – Tensions entre solidarisme et assurance dans les mutuelles, Hervé Mauroy, économiste, CRISS, Université polytechnique Hauts-de-de France.
10 h 30 Discussion
11 h 00 Pause
Histoires coopératives et associatives dans le Nord
11 h 30 – La coopérative « l’Union de Lille » et le mouvement socialiste : d’où vient l’oubli ?, Collectif Samson : Sylvain Celle, économiste, Clersé, Université de Lille, Thomas Chevallier, politiste, Ceraps, Université de Lille, et Vianney Schlegel, sociologue, Ceraps, Université de Lille.
12 h 00 Les associations catholiques dans le Nord et la création du secteur de l’aide à domicile, Bruno Duriez, sociologue, CNRS, Clersé, Université de Lille.
12 h 30 Discussion
13 h 00 Déjeuner
Acteurs, chercheurs et politiques de l’économie sociale et solidaire
14 h 30 Les épistémologies du Sud et la création de l’Union coopérative internationale (LUCI), Jacqueline Descarpentries, MCF HDR en sciences de l’éducation, UMR CNRS LADYSS, Université Paris 8 Vincennes – Saint-Denis.
15 h 00 Le réseau d’économie alternative et solidaire dans le Nord-Pas-de-Calais, Elodie Ros, sociologue, Laboratoire CRESPPA – CSU et LISRA, Université Paris 8 Vincennes – Saint-Denis.
15 h 30 La construction de l’ESS dans le Nord-Pas-de-Calais de 1970 à 2014, réseaux d’acteurs et politiques publiques, Laurent Gardin, sociologue, CRISS, Université polytechnique Hauts-de-de France.
16 h 00 Discussion et conclusion
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)
Une manifestation organisée dans le cadre du