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Kompetensutveckling och fortbildning

Opening the black box of mathematics teachers’ professional growth: a study of the process of teacher learning

Publicerad:2019-10-21
Uppdaterad:2019-10-28

Sara Engvall har forskat om matematiklärares lärprocess medan de deltog i en fortbildning i formativ bedömning.

Författare

Sara Engvall

Handledare

Docent Magnus Österholm, Umeå universitet Professor Christina Ottander, Umeå universitet Björn Palmberg, Umeå universitet

Opponent

Docent Hanna Palmér, Linnéuniversitetet

Disputerat vid

Umeå universitet

Disputationsdag

2019-11-01

Titel (se)

Matematiklärares professionella utveckling: en studie om lärares lärande

Titel (eng)

Opening the black box of mathematics teachers’ professional growth: a study of the process of teacher learning

Institution

Institutionen för naturvetenskapernas och matematikens didaktik

Opening the black box of mathematics teachers’ professional growth: a study of the process of teacher learning

There is a lot of research done on professional development programs for teachers, especially with a focus on different characteristics of the program and whether it makes teachers change their teaching practice to such an extent that it enhances student achievement. However, there is not much research done on the learning process. As long as we do not open the black box of teacher learning it is difficult to say anything about what characteristics in a professional development program actually are important for teachers to learn, develop and grow as professionals.

The aim of the thesis is to better understand the process of teacher learning while participating in aprofessional development program. The focus is on different aspects of the process of teacher professional growth, as well as on external factors that have an impact on the process of learning. The participants are secondary school teachers that participated in a professional development program in formative assessment. The data have been collected during and after the professional development program took place. Different types of data have been used in this thesis; teacher interviews, classroom observations and questionnaires, and have been collected over a time period of two and a half years. In two of the included papers the studies focus on four mathematics teachers, and the learning process is explored from two different perspectives: how the professional growth can develop, and how their testing of formative assessment activities relates to their understanding of formative assessment. In one of the papers all secondary school teachers are included and a comparison in expectancy of being able to use high quality formative assessment after the professional development program between the mathematics teachers and the other teachers were conducted. In the fourth paper focus is on all mathematics teachers in the study and their motivation are investigated over a time period of two years.

The four papers take different perspectives to explore the professional growth for teachers while participating in a professional development program in formative assessment. The results show the complexity of teacher learning and indicate that large-scale implementations risk being inefficient and not reach the intended goals.

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