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Publication details

Publisher: SensePublishers

Place: Rotterdam

Year: 2012

Pages: 313-323

Series: New Directions in Mathematics and Science Education

Full citation:

Swapna Mukhopadhyay, Wolff-Michael Roth, Brian Greer, "Epilogue", in: Alternative forms of knowing (in) mathematics, Rotterdam, SensePublishers, 2012

Abstract

The term epilogue derives from the Greek epilogos, the concluding or perorating part (Gr. epi-, in addition) of speech (Gr. logos). In more recent times, the term also denotes the concluding part of a literary work, a summary. An interesting form of an epilogue consists in the metalogue, a conversation that takes previous conversations or text to take it to another level (Bateson, 1980). Metalogue literally is talk about talk, meta-talk.

Publication details

Publisher: SensePublishers

Place: Rotterdam

Year: 2012

Pages: 313-323

Series: New Directions in Mathematics and Science Education

Full citation:

Swapna Mukhopadhyay, Wolff-Michael Roth, Brian Greer, "Epilogue", in: Alternative forms of knowing (in) mathematics, Rotterdam, SensePublishers, 2012