Initial teacher training (FIE)
Learning, guiding, collaborating, helping future generations become agents of change... Being a teacher is exciting! In order to adapt to changes in the profession, training has been totally rethought.
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Teaching kindergarten to secondary 3 (sections 1 to 3)
The Reform of Initial Teacher Training (RFIE) began in 2023. To become a teacher in sections 1 to 3 (from reception to secondary 3), students must now follow a 4-year course, organized by a high school (referent establishment) in co-graduation with one or more universities. The University of Namur co-organizes training courses with Hénallux (referent) and UCLouvain, as well as with IMEP for music teaching.
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Master of Specialization in Teacher Training (MSFE)
A master's degree specializing in teaching in all categories of higher education in Haute école and Promotion sociale including pedagogy for courses in pedagogy, didactics or training to and through practice.
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Master of Specialization in University Teaching (MSPU)
This specialization master's program is designed for higher education teachers working either in university teaching (assistants and professors) or in higher education outside universities (Hautes écoles). It aims to carry out applied research, in the professional field of the program's students.
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Individual support
The CIAP offers a free methodological consulting service. This support takes the form of individual face-to-face interviews or via Teams. This service is open to all students at the University of Namur, whatever their orientation and year of study.
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LEA (Academic Reading and Writing)
Many studies show that mastery of the written language and, above all, the ability to adapt to a particular communication context (that of the University) contribute to success in bac 1. However, students begin their university careers with a variety of tools, and the appropriation of the "access codes" and written conventions used in higher education is rarely the subject of explicit information or teaching.
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Academic Reading and Writing - Sections
Understanding a scientific textIdentifying the characteristics of scientific textMobilizing reading strategiesSelecting and restituting informationIdentifying and ensuring the organization of a textUnderstanding the meaning of textual organizersRelating visual information to the textWriting a formal e-mailIdentifying the characteristics of formal e-mailTake into account the communication situationUse verbal tenses correctlyRespect grammatical marksProncture a text correctlyScientific writingDescribe a seen or experienced situationProblematize and analyze the situation describedUnderstand and respond to an instruction or questionDecode an instruction or questionAdapt your response to the communication context
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Training reflective, autonomous, and supportive teachers
Since September 2023, the reform of initial teacher training (RFIE) has been profoundly transforming the teaching profession. This year, it is taking a new step forward with the replacement of the former teaching-oriented master's degrees and the agrégation by master's degrees in teaching sections 4 and 5. Led by the Faculty of Education and Training Sciences (FaSEF), in collaboration with the Faculties of Science and EMCP (Economics, Management, Communication, and Political Science), the reform is accompanied by a strengthened partnership with HENALLUX (Namur-Liège-Luxembourg University College).
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FaSEF Education Day | Time for discussion!
Save the date!
More information coming soon.
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Theoretical frameworks in science and mathematics didactics
Conceptual field theory and didactic situation theory
Two complementary theories for thinking about and organizing mathematical learningIn the first part of this talk, I'll propose an introductory situation in literal arithmetic (Barallobres & Giroux, 2008) that will enable me to introduce and illustrate the main concepts and methodological tools of the theory of didactic situations developed by Guy Brousseau (Brousseau, 1997; Bessot, 2024). In the second part, I will give a brief presentation of Gérard Vergnaud's theory of conceptual fields (Vergnaud, 1990; Durand-Guerrier and Saby, 2023), then show how this theory helps to shed further light on the introductory situation.The contributions of the anthropological theory of didactics The Anthropological Theory of Didactics (TAD, Chevallard, 2001) aims to explain why and how a given knowledge lives in a certain institution, and/or is transformed as it passes from one institution to another. This perspective and some of its evolutions will be presented and illustrated in this talk.Students' activities and teachers' practices in the mathematics classroom: analysis methodology with Activity TheoryIn this talk, we will present the founding assumptions of the Activity Theory framework adapted to the Didactics of Mathematics (TADM, Vandebrouck, 2008), showing how this theory gives importance to fine-grained analyses of mathematical knowledge to appreciate classroom developments. We will then exemplify some of these aspects on the teaching of limits at university (Bridoux and Grenier-Boley, 2024).BibliographyBarallobres, G., & Giroux, J. (2008). Environmental deficiencies and regulations in validation situations. N. In Berdnaz, & C. Mary (Eds). L'enseignement des mathématiques face aux défis de l'école et des communautés. Actes du colloque EMF 2006 (CD-ROM). Éditions du CRP https://emf.unige.ch/application/files/1414/5390/4857/EMF2006_GT8_Barallobres.pdfBessot, A. (2003). An introduction to the theory of didactic situations. Cahiers du laboratoire Leibniz, 91. hal-00078794Bridoux, S., & Grenier-Boley, N. (2024). What teaching practices should be used to introduce the limits of functions in the first year of university? A case study. In A. González-Martín, G. Gueudet, I. Florensa & N. Lombard (Eds.), Proceedings of the Fifth Conference of the International Network for Didactic Research in University Mathematics (INDRUM 2024, 10-14 June 2024) (pp. 791-800). Escola Universitària de Sarrià. Univ. Autònoma de Barcelona and INDRUM.Brousseau, G. (1997). Théorie des situations didactiques. Lecture given at the award to Guy Brousseau of the title of Doctor Honoris Causa from the University of Montreal. http://www.cfem.asso.fr/actualites/archives/Brousseau.pdfChevallard, Y. (2001). Organizing study: 1. Structures and Functions. In J.-L. Dorier, M. Artaud, M. Artigue, R. Berthelot, & R. Floris Proceedings of the XIe École d'été de didactique des mathématiques. (pp. 3-32). Editions la Pensée Sauvage.Durand-Guerrier, V., & Nicolas Saby, N. (2023). Usages de la théorie des champs conceptuels en didactique des mathématiques. The example of transitivity. Caminhos da Educação Matemática em Revista, 13 (4),118-134. ⟨hal-04585866⟩Vandebrouck, F. (dir.) (2008). La classe de mathématiques: activités des élèves et pratiques des enseignants. OCTARES Éditions.Vergnaud, G. (1990). Conceptual field theory. Recherches en didactique des mathématiques, 10(2/3), 133-170.
In practice
Program18:00: Presentation by Viviane Durand-Guerrier 18:40: Presentation by Ghislaine Gueudet 19:20: Presentation by Nicolas Grenier-Boley and Stéphanie Bridoux20:00: Q&A around the three presentationsModalities Required registration via the PhD school website or direct link to the registration form.Or online participation link (via TEAMS).
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Projects - Pacte pour un Enseignement d'Excellence
Our research activities are divided into 3 main areas.
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Scientific Consortium
Since 2017 and as part of the work of the Pacte pour un Enseignement d'excellence, eight scientific "Consortiums" of the tronc commun have been formed. They bring together a total of some fifty members from the various universities, colleges and higher arts schools in the Wallonia-Brussels Federation. Their mission is to establish, on the e-classe digital platform, a repertoire of didactic tools and pedagogical devices that the educational community will be able to consult, select and procure easily, according to its needs and those of its students. These resources are available on the e-classe digital platform.
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