TABLES RONDES
Parité-égalité Mardi 24 Août de 16h45 à 17h30
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)
Une table ronde est organisée sur la question "Parité-égalité : un enjeu pour tous, Hommes et Femmes". Elle sera libre d’accès et aura lieu en ligne le Mardi 24 Août de 16h45 à 17h30
Programme :
Le rapport au travail et à la carrière scientifique des post-doctorant-e-s et l'articulation des sphères privée et professionnelle par Pascal Barbier
Mener une carrière comme chercheur-e suppose, hier comme aujourd’hui, un engagement temporel et subjectif important. La socialisation professionnelle des chercheurs conduit à l’apprentissage (l’acceptation et, bien souvent, la reproduction) d’un ethos professionnel qui exige la démonstration d’une vocation et un investissement entier dans la carrière professionnelle. Cet ethos émane de l’appartenance à une institution professionnelle organisée comme « gourmande », pour reprendre les termes du sociologue Lewis Coser, attendant de ses membres qu’ils répondent à toutes ses sollicitations, ignorant les préoccupations domestiques et où l’accès à un poste stable selon un calendrier relativement serré apparaît comme un étalon auquel se comparent les chercheurs dans l’élaboration/évaluation de leurs perspectives professionnelles. L’université et la recherche sont probablement encore plus « gourmandes » aujourd’hui qu’hier depuis le déploiement, ces dernières années, d’une nouvelle régulation du travail scientifique : mesure de la productivité, exigence de diffusion rapide des recherches, injonction à la coopération et à la mobilité internationale, compétition accrue sur le marché du travail et croissance de la précarité des statuts d’emploi, exigence de comptes rendus réguliers (accountability), le tout générant un rapport plus entrepreneurial à la recherche. Ces modalités de fonctionnement de l’université produisent des inégalités de genre décrites dans les expressions « plafond de verre », « plafond de fer » et « tuyau percé ». Notre entrée a été celle de l’articulation travail-famille. Nous avons cherché à comprendre comment les rapports au travail et à la carrière se construisaient variablement, chez les chercheur-e-s candidat-e-s à un poste de titulaire, selon leurs trajectoires professionnelles mais aussi privées (dont familiales).
Pascal Barbier
Maître de conférences en sociologie, Université Paris 1 - Panthéon-Sorbonne
chercheur au Centre européen de sociologie et de science politique CSE-EHESS
Améliorer l’évaluation des chercheurs et chercheuses au CNRS par Alessandra Quadrelli et François Ozanam
Une évaluation saine repose sur des critères déterminés en amont et largement diffusés. Telle est la pratique au Comité National, acteur essentiel des recrutements et des carrières des chercheurs et des chercheuses du CNRS. Or l’amélioration des carrières des femmes au CNRS est une priorité. Améliorer la qualité de l’évaluation réduira tous les biais, dont les biais de genre, tout en assurant la meilleure performance de l’ensemble du système. Notre section a donc réfléchi sur les critères qu’elle utilise pour pratiquer une évaluation la plus juste possible, plus analytique et moins comptable. Une attention accrue est portée sur l’investissement de la personne évaluée dans ses fonctions, son rôle effectif dans ses réalisations, et les impacts de ses activités, appréciées dans leur contexte (scientifique, matériel, humain) et en tenant compte des opportunités dont elle a disposé.
Alessandra QUADRELLI
Chercheuse CNRS, Laboratoire Chimie, Catalyse, Polymères et Procédés, Lyon
Membre du bureau et référente parité de la Section 14 du Comité National de la Recherche Scientifique
François OZANAM
Chercheur CNRS, Laboratoire de physique de la matière condensée, Palaiseau
Président de la Section 14 du Comité National de la Recherche Scientifique
Documents :
Parite_et_evaluation_non_discriminatoire_au_CNRS.pdf
Article_Barbier_Fusulier_2015.pdf
article_Barbier_et_al_2017.pdf
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Labos1point5 : Réduire l'empreinte de nos activités de recherche sur l'environnement Jeudi 26 Août de 13h00 à 13h45
Patrick Hennebelle
Le collectif Labos1point5, fondé il y a environ 2 ans, a pour premier objectif la réduction de l'empreinte des activités de recherche sur l'environnement et de manière plus générale l'implication du monde de la recherche dans la lutte contre le réchauffement climatique. Ses travaux qui incluent notamment la réalisation d'un outil de calcul des émissions de gaz à effet de serre à l'échelle des laboratoires, ont donné lieu à la création d'un GdR. Ce dernier comprend plusieurs axes incluant l'analyse de l'empreinte carbone des laboratoires, l'expérimentation de la mise en oeuvre de réduction des émissions dans plusieurs laboratoires pilotes, des enquêtes et analyses visant à comprendre les pratiques et représentations dans le monde de la recherche concernant la crise climatique. Le GdR comporte également un volet enseignement dont l'objectif est la diffusion et la production de contenus pédagogiques en lien avec la transition énergétique et la crise climatique. Enfin, l'équipe réflexion du collectif s'efforce de réfléchir au positionnement et à l'implication du monde de la recherche.