Remythologizing Mystery in Mathematics: Teaching for Open Landscapes versus Concealment
Mathematics is full of mystery. We illuminate the myth to expose two conflicting senses of mystery at work in mathematics and its education practices. There is a sense of boundlessness with mathematics—the idea that we never fully know. There is also a practice of concealment, in which an answer or...
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doaj-71fecc412845484cbe8edafa15bb10782020-11-24T22:07:26ZengMDPI AGEducation Sciences2227-71022018-03-01824110.3390/educsci8020041educsci8020041Remythologizing Mystery in Mathematics: Teaching for Open Landscapes versus ConcealmentAnnica Andersson0David Wagner1Faculty of Education and Society Department of Science, Mathematics and Society, Malmö University, 205 06 Malmö, SwedenFaculty of Education, University of New Brunswick, Fredericton, NB E3B 5A3, CanadaMathematics is full of mystery. We illuminate the myth to expose two conflicting senses of mystery at work in mathematics and its education practices. There is a sense of boundlessness with mathematics—the idea that we never fully know. There is also a practice of concealment, in which an answer or solution is known by special people who may support or provide a scaffold for students’ navigation to the “special” knowledge, but may also challenge their access to it by erecting barriers and boundaries. In remythologizing mystery, we identify that the valorization of mystery in mathematics is rooted in the wonder of exploring boundless landscapes and is used misleadingly to justify school mathematics with the other sense of mystery—uncovering the concealed.http://www.mdpi.com/2227-7102/8/2/41mathematics educationmythmysteryabstractionpopularizationdiscourses |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Annica Andersson David Wagner |
spellingShingle |
Annica Andersson David Wagner Remythologizing Mystery in Mathematics: Teaching for Open Landscapes versus Concealment Education Sciences mathematics education myth mystery abstraction popularization discourses |
author_facet |
Annica Andersson David Wagner |
author_sort |
Annica Andersson |
title |
Remythologizing Mystery in Mathematics: Teaching for Open Landscapes versus Concealment |
title_short |
Remythologizing Mystery in Mathematics: Teaching for Open Landscapes versus Concealment |
title_full |
Remythologizing Mystery in Mathematics: Teaching for Open Landscapes versus Concealment |
title_fullStr |
Remythologizing Mystery in Mathematics: Teaching for Open Landscapes versus Concealment |
title_full_unstemmed |
Remythologizing Mystery in Mathematics: Teaching for Open Landscapes versus Concealment |
title_sort |
remythologizing mystery in mathematics: teaching for open landscapes versus concealment |
publisher |
MDPI AG |
series |
Education Sciences |
issn |
2227-7102 |
publishDate |
2018-03-01 |
description |
Mathematics is full of mystery. We illuminate the myth to expose two conflicting senses of mystery at work in mathematics and its education practices. There is a sense of boundlessness with mathematics—the idea that we never fully know. There is also a practice of concealment, in which an answer or solution is known by special people who may support or provide a scaffold for students’ navigation to the “special” knowledge, but may also challenge their access to it by erecting barriers and boundaries. In remythologizing mystery, we identify that the valorization of mystery in mathematics is rooted in the wonder of exploring boundless landscapes and is used misleadingly to justify school mathematics with the other sense of mystery—uncovering the concealed. |
topic |
mathematics education myth mystery abstraction popularization discourses |
url |
http://www.mdpi.com/2227-7102/8/2/41 |
work_keys_str_mv |
AT annicaandersson remythologizingmysteryinmathematicsteachingforopenlandscapesversusconcealment AT davidwagner remythologizingmysteryinmathematicsteachingforopenlandscapesversusconcealment |
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