Mathematics Education Library
DOI: 10.1007/0-306-47226-0_11
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Mathematics Knowledge as a Vocational Qualification

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Cited by 4 publications
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“…In a similar way, Wedege (2000) identified three levels in participants' experience with mathematics in the workplace settings: "the level of skills which is the visible part in the work process; the level of understanding of general mathematical knowledge; and the level of identity as a mixture of skills and understanding, attitudes, feelings and motives" (p. 134). Nunes et al (1993) focused on the invariants of mathematical structures inside and outside school contexts arguing that "in order to function well in these cultural contexts, subjects must understand the mathematical invariants as well as the particulars of the situations" (p. 138).…”
Section: Mathematical Practice In the Workplacementioning
confidence: 94%
“…In a similar way, Wedege (2000) identified three levels in participants' experience with mathematics in the workplace settings: "the level of skills which is the visible part in the work process; the level of understanding of general mathematical knowledge; and the level of identity as a mixture of skills and understanding, attitudes, feelings and motives" (p. 134). Nunes et al (1993) focused on the invariants of mathematical structures inside and outside school contexts arguing that "in order to function well in these cultural contexts, subjects must understand the mathematical invariants as well as the particulars of the situations" (p. 138).…”
Section: Mathematical Practice In the Workplacementioning
confidence: 94%
“…Other recent studies of mathematics used in the workplace include the following: operators in the light-metals industry (Buckingham, 1997); front-desk motel and airline staff (Kanes, 1997a(Kanes, , 1997b; landless peasants in Brazil (MST) (Knijnik, 1996(Knijnik, , 1997(Knijnik, , 1998; carpet layers (Masingila, 1993); commercial pilots (Noss, Hoyles, & Pozzi, 2000); merchant bankers (Noss & Hoyles, 1996a, 1996b; nurses (Noss, Pozzi & Hoyles, 1999;; draughtspersons (Straesser, 1998); semi-skilled operators (Wedege, 1998b(Wedege, , 2000a(Wedege, , 2000b and swimming pool construction workers (Zevenbergen, 1996). Collectively, these reports highlight not only the breadth and depth of mathematical concepts encountered in the workplace, but underline the complex levels of interactions in the broad range of professional competencies as outlined above, where mathematical knowledge can come into play -when permitted by (or in spite of) management.…”
Section: More Recent Epistemologically-grounded Studiesmentioning
confidence: 99%
“…In Denmark, Tine Wedege (1998bWedege ( , 1999aWedege ( , 2000aWedege ( , 2000b followed the AAMT (1997) research data-gathering technique of 'work shadowing,' providing graphic examples of the broad range of mathematics-related competencies required in the workplace; she asserts that quantification skills are required in every so-called 'unskilled' job (Wedege, 1999a). Several contextualised examples illustrate that simplistic conceptions based on school mathematics topics fail to capture the full complexity of any job role.…”
Section: More Recent Epistemologically-grounded Studiesmentioning
confidence: 99%
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