Aktuell (Auswahl)
Jesacher-Rößler, L. & Kemethofer, D. (Hrsg.). (2024). 10 Jahre Regelschule - die (Neue) Mittelschule. Münster: Waxmann. https://doi.org/10.31244/9783830996392
Ausführlich
siehe: https://docs.google.com/document/d/1nvB6GtlaBd5lHngYz8pFQTZ4Y5qRryXGJGwJmO6HbVc/edit
Awards
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)
Kemethofer, D., Weber, C., Brauckmann-Sajkiewicz, S. & Pashiardis, P. (2023). Examining the trident: how data from the PISA study can be usedto identify associations amongcontext, school leadership andstudent outcomes. Journal of Educational Administration, 61(2), 162-177. https://doi.org/10.1108/JEA-02-2022-0030
Tätigkeiten als Reviewer
- Center for Educational Policy Studies Journal
- Die Deutsche Schule
- Educational Administration Quarterly
- Educational Assessment Evaluation and Accountabily
- Journal of Educational Administration
- OfI - Online-Zeitschrift zur Forschung über Aus-, Fort- und Weiterbildung pädagogischer Fachkräfte
- Zeitschrift für Bildungsforschung
- Zeitschrift für Hochschulentwicklung
- diverse Sammelbände