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1
Relationship Between Chinese Mathematics Teachers' Knowledge and Their Professional Noticing
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2
Working on proof as contribution to conceptualisation – The case of R-completness
In: Advances in Mathematics Education Reserach on Proof and Proving. An international perspective ; https://hal.archives-ouvertes.fr/hal-02070069 ; Stylianides, Andreas J.,; Harel, Guershon. Advances in Mathematics Education Reserach on Proof and Proving. An international perspective, Springer International Publishing, pp.19-34, 2018, ICME-13 Monographs, 978-3-319-70995-6 (2018)
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3
Perception of student errors under time limitation: are teachers faster than mathematicians or students?
Pankow, Lena; Kaiser, Gabriele; König, Johannes. - : SPRINGER HEIDELBERG, 2018
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4
General pedagogical knowledge versus pedagogical content knowledge? The structure of professional knowledge in pre-service teachers of German, English, and Mathematics at university
Koenig, Johannes; Doll, Joerg; Buchholtz, Nils. - : VS VERLAG SOZIALWISSENSCHAFTEN-GWV FACHVERLAGE GMBH, 2018
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