Prospective Mathematics Teachers’ Professional Identity

Author(s):  
Márcia Cristina de Costa Trindade Cyrino
2020 ◽  
pp. 147490412095720
Author(s):  
Hege Marie Mandt ◽  
Geir Afdal

This article analyzes and discusses the professional values of prospective mathematics teachers. Theoretical approaches to the understanding of teachers’ professional values, such as critical mathematics education and relational perspectives, are well developed. Still, there are few empirical contributions to the field. Here, professional values are understood as interwoven with professional identity. The article raises the question of how prospective teachers construct their identity and values in time and space, and the analysis is based on data material from mathematics teacher students at two Norwegian teacher education institutions. The main finding is that the teacher students construct their professional identity and values in a compressed timespace. Their professional responsibility is located in and restricted to themselves and the relation to the individual student, not including concern for, for instance, social justice. The students do not express opposition to ideals of social justice, but it is beyond their constructed professional timespace identity, values and responsibility.


2020 ◽  
Vol 9 (3) ◽  
pp. 243
Author(s):  
MEHMET FATIH ÖÇAL ◽  
TUĞRUL KAR ◽  
GÜRSEL GÜLER ◽  
ALI SABRI İPEK

This study aims to investigate the similarities and differences between prospective mathematics teachers’ creative thinking skills in paper-pencil test and on a Geogebra-supported environment in terms of problem-posing. This case study used purposive sampling method for determining the participants. Findings revealed that the activities carried out in the GeoGebra-supported environment were insufficient to produce creative problems, and GeoGebra’s main utility to prospective teachers was in identifying their mistakes related to mathematical concepts and discrepancies among numerical values of the problems posed. The reasons for the low achievement in posing problem were discussed: These were; (i) lack of problem-posing experience, (ii) the structure of problem-posing activity, and (iii) prospective teachers’ mathematical content knowledge.


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