2012
DOI: 10.4102/pythagoras.v33i2.178
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Excavating memories: A retrospective analysis of mathematics teachers’ foregrounds

Abstract: This article offers a retrospective analysis of mathematics teachers’ experiences as learners in school to examine their foregrounds. Based on Skovsmose’s notion, foregrounds are perceptions of possibilities, impossibilities, hope and despair made by an individual whose life chances are compromised by socio-political adversities and economic deprivation. Since foregrounds are imagined it is not possible to be certain about how the future is realised without engaging in a longitudinal study spanning decade… Show more

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Cited by 3 publications
(3 citation statements)
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“…However, this article reports on the contribution of Skovsmose's ideas of foregrounds to make meaning of the data. Amin (2012) succinctly points out that foreground significantly differs from the psychological perspectives that foreground as an object may be distinguished from its background or as a prominent figure that can be remembered for longer than the background. According to Amin, foreground is paying attention to the future.…”
Section: Conceptualisation Of the Studymentioning
confidence: 99%
See 2 more Smart Citations
“…However, this article reports on the contribution of Skovsmose's ideas of foregrounds to make meaning of the data. Amin (2012) succinctly points out that foreground significantly differs from the psychological perspectives that foreground as an object may be distinguished from its background or as a prominent figure that can be remembered for longer than the background. According to Amin, foreground is paying attention to the future.…”
Section: Conceptualisation Of the Studymentioning
confidence: 99%
“…Here, Jenni decides to excel in mathematics because she wants to be different from her family, which is in the medicine sector, and join the financial sector which requires mathematics achievement in school. Similarly, Amin (2012) utilises the concept of foregrounds to illustrate the respective and feeding nature of foregrounds and further makes the point that foregrounds are connected to personal and national development and are shaped by prevailing conditions in the context of the learner. Kacerja (2011) not only confirms the feeding nature of foregrounds but also affirms that learners are likely to be more interested in mathematics if the focus is on things that have a bearing on their future.…”
Section: Conceptualisation Of the Studymentioning
confidence: 99%
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