Anthony Cerqua Candidat au doctorat en psychopédagogie – Université Laval
Clermont Gauthier Professeur au Département d’études sur l’enseignement et l’apprentissage – Université Laval
La qualité de l’éducation dans le discours des organisations internationales Exigences du point de vue de la professionnalisation de l’enseignement
INITIO - nº 3, automne 2013 - “Réformes scolaires : perspectives internationales”
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)
Extrait :
L’efficacité d’une profession, c’est-à-dire la capacité qu’ont ses membres à atteindre les objectifs qu’ils se sont ou qu’on leur a fixés, repose donc en partie sur la formalisation des meilleures pratiques éprouvées en salle de classe et sur la formation des acteurs à ces dites pratiques. Ainsi, le processus de professionnalité amène à concevoir l’enseignement comme une activité professionnelle de haut niveau qui repose sur une base de savoirs spécialisés fortement articulée au contexte de la pratique professionnelle et nourrie grâce à l’apport des praticiens et des chercheurs qui collaborent avec eux. Le rôle important de la spécialisation des savoirs dans la quête ou le maintien du statut d’une profession a largement été mis de l’avant par les différentes approches de la sociologie des professions (Gauthier, Desbiens, Malo, Martineau et Simard, 1997). Dans ce sens, Bourdoncle (1993) fait de cette spécialisation l’un des deux attributs de base des professions – l’autre étant l’idéal de service – et affirme qu’« il ne peut y avoir de profession en l’absence d’une base de savoirs formels capables d’orienter la pratique » (p. 105). Les propos du sociologue français ne sont pas sans rappeler ceux du Groupe Holmes (1986) au sujet de la constitution d’un noyau de savoirs professionnels pour enseigner (« knowledge base for teaching »). On trouvait déjà clairement exprimée dans les lignes de ce rapport l’idée selon laquelle l’enseignement ne pouvait se professionnaliser et, de là, améliorer les performances des élèves, s’il n’était pas basé sur des savoirs spécialisés comme le sont d’autres professions. Au milieu des années 1990, Gauthier et ses collaborateurs (1994) ont repris cette problématique en invoquant eux aussi la nécessité de constituer une base de connaissances en enseignement qui permettrait de former les enseignants québécois aux pratiques pédagogiques les plus efficaces pour instruire et éduquer leurs élèves. Depuis lors, l’élaboration d’une base de connaissances pour enseigner et son intégration dans les systèmes de formation à l’enseignement sont devenues des enjeux fondamentaux dans le développement professionnel des enseignants et, par extension, dans la quête de l’excellence éducative. Ces enjeux relevés par plusieurs chercheurs en éducation interpellent au premier chef les organisations internationales qui font de la professionnalisation de l’enseignement un objectif central de leur politique d’amélioration de la qualité de l’éducation.
Comme nous l’avons vu plus haut, l’objectif du processus de professionnalité est de formaliser les bonnes pratiques d’enseignement en vue d’améliorer l’efficacité personnelle et collective des enseignants (Bourdoncle, 1991). Ces bonnes pratiques formalisées, ou ce que certains nomment une base de connaissances en enseignement, sont le produit de recherches menées dans les classes auprès d’enseignants. Cependant, il importe encore de mentionner que les recherches sur l’enseignement sont très diversifiées en genre et variables en qualité et qu’elles ne permettent pas toutes au même titre de fonder une base de connaissances en enseignement. Certaines d’entre elles peuvent être considérées comme des essais, c’est-à-dire des réflexions sans véritable base empirique. D’autres sont plutôt des études qualitatives décrivant dans le détail quelques cas ciblés. On retrouve aussi des études quantitatives portant sur des échantillons restreints ou importants. Par ailleurs, certaines études ou enquêtes recueillent la perception des acteurs, formateurs, enseignants, élèves alors que d’autres vérifient l’impact de dispositifs d’enseignement sur la performance des élèves à partir de protocoles expérimentaux ou quasi-expérimentaux. Il est également important de mentionner que certaines études dont l’objectif est de vérifier l’efficacité de dispositifs d’enseignement sur l’apprentissage des élèves peuvent être de meilleure qualité que d’autres : elles sont mieux construites sur le plan méthodologique et produisent par conséquent des données plus probantes, c’est-à-dire qu’elles présentent de manière plus crédible que d’autres des preuves d’efficacité de certains dispositifs d’enseignement.
Face à cette diversité, on doit s’interroger sur la nature des recherches qui, mieux que d’autres, permettent de se prononcer sur l’efficacité d’une stratégie d’enseignement. Les outils qui apportent des éléments de réponse à cette question ne manquent pas. Par exemple, la taxonomie d’Ellis (2001) permet de classer les recherches réalisées en éducation en trois niveaux selon leur validité scientifique. Le cadre d’analyse du U.S. Department of Education (2003) détermine pour sa part la force de la preuve présentée dans les recherches sur l’efficacité des approches pédagogiques. Il peut être fort utile de se référer à ce genre d’outil avant d’adopter une posture pédagogique particulière et d’en faire la promotion dans le cadre d’une réforme. Plus encore, la norme scientifique du savoir professionnel (Lang, 1999) ne contraint-elle pas ceux qui désirent améliorer la qualité de l’enseignement à se référer à des données probantes de recherche – c’est-à-dire à des données qui présentent une certaine forme de preuve scientifique – afin d’attester l’efficacité des approches pédagogiques qu’ils proposent ? Sur le plan politique, cette démarche coïncide avec l’actuel mouvement en faveur de l’« evidence-based policy » dont l’objectif est d’aider les décideurs à effectuer des choix informés à propos de politiques, de programmes et de projets, en mettant au cœur du développement et de l’implantation des réformes la meilleure recherche disponible (Davies, 2004).
Selon plusieurs chercheurs (Gauthier et Dembélé, 2004 ; Bissonnette, Richard et Gauthier, 2006), quatre décennies de recherches empiriques offrent aujourd’hui des résultats solides et convergents qui permettent de se prononcer avec de plus en plus de certitude sur l’efficacité des approches pédagogiques utilisées en salle de classe et, par conséquent, de nourrir le contenu de la base de connaissances pour enseigner. Devant ce constat, une question demeure : les décideurs internationaux tiennent-ils compte de ces résultats de recherche dans l’élaboration de leurs politiques éducatives ?
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