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Experience and Educationis the best concise statement on education ever published by John Dewey, the man acknowledged to be the pre-eminent educational theorist of the twentieth century. Written more than two decades after Democracy and Education(Dewey's most comprehensive statement of his position in educational philosophy), this book demonstrates how Dewey reformulated his ideas as a result of his intervening experience with the progressive schools and in the light of the criticisms his theories had received. Analysing both "traditional" and "progressive" education, Dr. Dewey here insists that neither the old nor the new education is adequate and that each is miseducative because neither of them applies the principles of a carefully developed philosophy of experience. Many pages of this volume illustrate Dr. Dewey's ideas for a philosophy of experience and its relation to education. He particularly urges that all teachers and educators looking for a new movement in education should think in terms of the deeped and larger issues of education rather than in terms of some divisive "ism" about education, even such an "ism" as "progressivism." His philosophy, here expressed in its most essential, most readable form, predicates an American educational system that respects all sources of experience, on that offers a true learning situation that is both historical and social, both orderly and dynamic.

经验与教育 = Experience and education

The culture of education

Note on Translation Introduction by Michael Holquist Response to a Question from the Novy Mir Editorial Staff The Bildungsroman and Its Significance in the History of Realism (Toward a Historical Typology of the Novel) The Problem of Speech Genres The Problem of the Text in Linguistics, Philology, and the Human Sciences: An Experiment in Philosophical Analysis From Notes Made in 1970-71 Toward a Methodology for the Human Sciences Index

Speech Genres and Other Late Essays

Truth and method

From context to contextualizing

Contemporary teacher education demonstrates the continued use of competency‐based, personality‐based and inquiry‐based approaches. These approaches are commonly regarded as representing alternative paradigms for designing curriculum and pedagogy. From a Vygotskian perspective, characterized by the use of bridging concepts relating individual functioning and personal development to sociocultural process and setting, these approaches may serve to provide elements for a more comprehensive paradigm of professional development. Drawing on Vygotskian theory, a teacher‐education environment offers support to trainee teachers for developing a professional identity. A central element is that trainees explore the practice of teaching for its underlying public meanings and as these meaning relate to their own structures of personal meanings. Such an exploration involves the shaping and testing of personally‐meaningful action in professional practice. Commitment to meanings found to be valid and practicable constitut...

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A Vygotskian perspective on teacher education

In the attempt to improve mathematical thinking for safeguarding our future societal needs, there is a worldwide tendency in schools to start training mathematical and arithmetical operations at an earlier age in children’s development. Recent theoretical developments and empirical research have pointed to alternative ways of approaching early mathematical thinking. In these latter approaches, mathematical development in the early developmental stages is seen as an emerging process in the context of children’s own activities that contributes to meaningful learning and stimulation of children’s cultural identity (Bildung approach). The discussion between the training approach versus the ‘Bildung’ approach is still intemperately going on. In this article, some outcomes of a research programme (based at the Free University Amsterdam) are discussed that present empirical studies and their theoretical background (cultural–historical theory, elaborated in an educational concept called ‘Developmental Education’) that demonstrates the promising potentials of promoting mathematical thinking through supporting young children’s appropriation of schematic representations and notations in the context of play.

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Emergent mathematical thinking in the context of play

In this article, I argue against views of the development of abstract thinking that employ the notion of decontextualization. Starting from an assumption that conceives of context as constitutive of meaning, it becomes clear that the notion of "decontextualization" is a poor concept that provides little explanation for the developmental process toward meaningful abstract thinking. I propose a conceptualization of the notion of context from an activity point of view and contend that the conscious process of (re)contextualizing—that is, the continuous process of embedding contexts in contexts—can lead to an explanation of the development of meaningful abstract thinking. The process of continuous progressive recontextualizing is described in the article on the basis of how young children expand their play activity toward embedded, more abstract activities.

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The Fallacy of Decontextualization

A review of literature shows that during the history of mathematics education at school the answer of what counts as ‘real mathematics’ varies. An argument will be given here that defines as ‘real mathematics’ any activity of participating in a mathematical practice. The acknowledgement of the discursive nature of school practices requires an indepth analysis of the notion of classroom discourse. For a further analysis of this problem Bakhtin’s notion of speech genre is used. The genre particularly functions as a means for the interlocutors for evaluating utterances as a legitimate part of an ongoing mathematical discourse. The notion of speech genre brings a cultural historical dimension in the discourse that is supposed to be acted out by the teacher who demonstrates the tools, rules, and norms that are passed on by a mathematical community. This has several consequences for the role of the teacher. His or her mathematical attitude acts out tendencies emerging from the history of the mathematical community (like systemacy, non-contradiction etc.) that subsequently can be imitated and appropriated by pupils in a discourse. Mathematical attitude is the link between the cultural historical dimension of mathematical practices and individual mathematical thinking.

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Bert van Oers

Papers

From context to contextualizing

A Vygotskian perspective on teacher education

Emergent mathematical thinking in the context of play

The Fallacy of Decontextualization

Educational forms of initiation in mathematical culture