The Cultural Renewal of Mathematical Learning

作者: Tony Brown , Tony Brown

DOI: 10.1007/978-94-007-1739-8_7

关键词: Theme (narrative)CentralitySubject (philosophy)Erikson's stages of psychosocial developmentEssentialismSubjectivityMathematical learningEpistemologyMathematical object

摘要: The last chapter sought to introduce a contemporary understanding of subjectivity in support the theme this second part book: cultural renewal. A key point was resist essentialist or fixed conceptions human subject, since they might fix mathematics that we feel able entertain, renewal trajectories specified around objects reconfigured accounts particular target Piaget with his reliance on an image passing through successive stages development common all. Lacan’s conception subject other hand is endlessly responsive new conditions. Lacan argued Piaget’s child’s formation avoided centrality social demand, initially from parents and later wider sphere. In formulation, changing symbolic environment Real which it uneasily relates unsettle individual’s already mistaken who are.

参考文章(49)
Luis Radford, Fulvia Furinghetti, Victor Katz, Introduction The topos of meaning or the encounter between past and present Educational Studies in Mathematics. ,vol. 66, pp. 107- 110 ,(2007) , 10.1007/S10649-006-9076-7
Luis Radford, Isaias Miranda, José Guzmán, Relative motion, graphs and the heteroglossic transformation of meanings: A semiotic analysis The Joint 32nd Conference of the International Group for the Psychology of Mathematics Education and the 30th North American Chapter. pp. 161- 168 ,(2008)
Alain Badiou, Alberto Toscano, Handbook of Inaesthetics ,(2004)
Alain Badiou, Louise Burchill, Second Manifesto for Philosophy ,(2011)
Luis Radford, Gert Schubring, Falk Seeger, Semiotics in Mathematics Education: Epistemology, History, Classroom, and Culture Sense Publishers. ,(2008) , 10.1163/9789087905972
Alain Badiou, Theory of the Subject ,(2009)