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Titlebook: Mathematical Cultures; The London Meetings Brendan Larvor Conference proceedings 2016 Springer International Publishing Switzerland 2016 c

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Alan J. Bishopcells (e.g., see Gozzano 1931; Kershman 1939; Field 1955; Sturrock 1974; Perry et al. 1985; Streit et al. 1988) but also revealed that microglia are present in early development (e.g., see Kershman 1939; Field 1955; Sturrock 1984), much earlier than the perinatal period indicated by Río Hortega (193
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978-3-319-80379-1Springer International Publishing Switzerland 2016
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Brendan LarvorProvides a rare encounter between the emerging philosophy of mathematical practice and the ‘cultural turn’ in mathematics education.Discusses questions about the value of mathematics.Connects studies
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Understanding the Cultural Construction of School Mathematics of the textbooks that teachers may or may not be compelled to use, the ways teachers teach, the classroom interactions privileged by the system or the beliefs, attitudes and aspirations of teachers, students and parents. To do this, however, I will describe the nature of culture and its educational manifestation.
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“The End of Proof”? The Integration of Different Mathematical Cultures as Experimental Mathematics Cion of Hans-Jörg Rheinberger’s notion of “experimental systems” that mesh into experimental cultures. In so doing, I approach the question of how distinct mathematical cultures can coexist and blend into a common understanding that allows for cultural convergence while preserving heterogeneity.
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