Mathematical Thinking and Learning, issue 4

Mathematical Thinking and Learning is one of the major journals within mathematics education research, and the fourth issue of the journal has now been published. This issue contains the following three articles:

To learn more about these articles, visit the links above to read their abstracts!

December issue of Educational Studies in Mathematics

The December issue of Educational Studies in Mathematics has appeared (at least online), and it contains seven interesting articles. Several articles in this issue relate to affective issues like teachers’ conceptions (Thanheiser’s article), perspectives (Hemmi’s article), motivation and motivational profiles (Phelps’ article), anxiety (Bekdemir’s article), etc. Here is a complete list of the articles that appear in this issue:

Thanheiser, in her article, describes a study where she administered a survey to 33 pre-service teachers. The topic of the survey was related to addition and subtraction of multidigit whole numbers, and the respondents were students in an elementary mathematics methods course in the U.S. Apparently, these students were struggling when it came to explaining the mathematics that is underlying the algorithms they use.

The article by Kaisari and Patronis presents us with a glimpse in to the interesting field of elliptic geometry in the context of a university course. The article provides a nice introduction to the mathematical field of non-euclidean geometry, and the authors present and discuss data concerning students’ interaction concerning certain problems within this area of mathematics.

Hemmi’s article presents a very interesting (to me at least) focus on the pedagogical perspectives of mathematicians who teach mathematics at a Swedish university. The conceptual framework for the study builds upon the ideas of Lave and Wenger, but Säljö’s theories concerning artefacts and mediational tools are also included. Naturally, quite a lot of attention is also paid to mathematical proof. In the article, Hemmi presents a theoretical model of three teacher styles when it comes to perspectives on proof.

Like many of the other articles in this issue, Phelps also has a focus on pre-service teachers. Her focus is on their self-efficacy beliefs and learning goals. These beliefs and goals compose the motivational profiles of the pre-service teachers, and Phelps has interviewed 22 such pre-service teachers.

Many students have bad experiences with mathematics in school, and Bekdemir’s aim is to “examine whether the worst experiences and most troublesome mathematics classroom experience affect mathematics anxiety in pre-service elementary teachers” (quoted from the abstract). 167 senior elementary pre-service teachers participated in a study where three different instruments were used. The article provides a nice overview of previous research concerning mathematics anxiety, so if this is something you are interested in, you should check it out!

The article by Tony Brown is more of a theoretical article, and he provides a very interesting discussion of issues related to truth, objectivity and knowledge in mathematics education. One of the theories he introduces and makes use of in his discussion is that of Alain Badiou. This and other interesting theories are presented and discussed, and he ends up concluding/arguing that “the task of education is to ensure that people do not think that they should settle”.

Finally, Vilela’s article provides a discussion of Wittgenstein’s analytical framework, and whether such a framework might be relevant for a philosophical reflection concerning ethnomathematics. This article, which is also a theoretical article, provides interesting insight into the philosophical theories of Wittgenstein, and it might be seen as an attempt to build a philosophical basis for ethnomathematics based on these theories.

So, this issue of ESM should indeed have something of interest – if not for everyone, so at least for many researchers with different interests 🙂

Critical Mathematics Education – Special issue of Philosophy of Mathematics Education Journal

Philosophy of Mathematics Education Journal is Paul Ernest’s online (and open access) journal. New issues of the journal have been infrequently released over the last years, and I have many times feared that Ernest has given up on his journal. Quite recently, however, a new and interesting special issue has been released. The focus of this special issue is on “Critical Mathematics Education”. Ole Skovsmose, who must be considered as one of the main figures within this particular area of our field, has written two articles in this issue. Here is a complete list of authors and titles:

  • Ole Skovsmose Mathematics: A Critical Rationality?
  • Ole Skovsmose Can Facts be Fabricated through Mathematics?
  • Paul Ernest The Scope and Limits of Critical Mathematics Education
  • D. F. Almeida Are there Viable Connections between Mathematics, Mathematical Proof and Democracy?
  • Ubiratan D’Ambrosio Ethnomathematics: A Response to the Changing Role of Mathematics in Society
  • Annica Andersson Can a Critical Pedagogy in Mathematics lead to Achievement, Engagement and Social Empowerment?
  • Ieda Maria Giongo & Gelsa Knijnik School Curriculum and Different Mathematics Language Games: A Study at a Brazilian Agricultural-Technical School
  • Mario Sánchez & Morten Blomhøj The Role of Mathematics in Politics as an Issue for Mathematics Teaching (pdf)
  • Hilary Povey Teaching for Equity, Teaching for Mathematical Engagement
  • Randall Collins & Sal Restivo Robber Barons and Politicians in Mathematics: A Conflict Model of Science
  • Sal Restivo & Randall Collins Mathematics and Civilization
  • Marilyn Frankenstein Critical Mathematics Education: An Application of Paulo Freire’s Epistemology
  • Michael W. Apple Reform through Conservative Modernization: Standards, Markets, and Inequality in Education
  • Peter Appelbaum Sense and Representation in Elementary Mathematics
  • Maria Nikolakaki Investigating Critical Routes: The Politics of Mathematics Education and Citizenship in Capitalism
  • Tony Brown Cultural Continuity and Consensus in Mathematics Education
  • M. Sencer Corlu A Historical Analysis of Democracy in Mathematics and Mathematics Education in European Culture
  • Laura J. Jacobsen Embedding Mathematics in the Elementary Teacher Education Curriculum Network
  • Lawrence M. Lesser The Necessity of Equity in Teaching Statistics

If you head to the journal home page, you can freely download each of the articles (in Word format).

December issue of JMTE

The December issue of Journal of Mathematics Teacher Education has recently been published. This issue constitutes the second part of a theme issue on “Mathematics teacher and mathematics teacher educator change” (see also my post about the October issue, which constituted part 1 in this theme issue!). This issue contains six interesting articles:

If you just have the time to read one of these articles, I recommend that you start with the last one, by Merrilyn Goos and Vince Geiger. This article is a discussion essay, where the authors discuss issues that have been raised in all the articles in these two special issues of JMTE. They used a socio-cultural lens in order to analyze this. 

New issue of ZDM – handheld technology

A new issue of ZDM has been published, and this issue has a focus on “Handheld technology in the mathematics classroom – theory and practice”. The theme issue presents 12 articles, including an editorial by Paul Drijvers and Hans-Georg Weigand:

Using video in teacher education

Rosella Santagata and Jody Guarino have written an interesting article about Using video to teach future teachers to learn from teaching. The article was recently published online in ZDMRosella, the main author of the article, used to work at LessonLab in Santa Monica (LessonLab closed in 2009), but now works at the University of California, Irvine. One of her particular areas of focus is to use technological tools (like video) to foster teacher learning, and she has written lots of articles about this. (See her publication list for more!)

In this particular article, they present results from the “Learning to Learn from Mathematics Teaching” project. The main focus in the article is on how they have used video in a particular course for pre-service teachers. The project is linked with lesson study, and it seems to build upon the previous studies (like the TIMSS Video Studies) that Santagata and her previous colleagues (like Jim Stigler and James Hiebert) at the LessonLab conducted some years ago. The “Lesson Analysis Framework” is presented and discussed in detail, and so is their use of videos to develop analytic skills with the teachers. So, if you want to learn more about the use of videos in teacher education, this is a great opportunity to learn from one of the masters in this field. And the article is Open Access too, so it should be freely available for everyone to read!!!

November issue of Educational Studies in Mathematics

The November issue of Educational Studies in Mathematics has been published recently, and it contains a number of interesting articles:

The Sourcebook revisited

I have already written about The First Sourcebook on Nordic Research in Mathematics Education, which has now been published (by Information Age Publishing) and is available for purchase. My friend (and the general editor of the book) Professor Bharath Sriraman has recently been on a trip to Norway, and in that connection, a presentation of the book has been published on the website of the University of Agder. The researchers at the University of Agder have made significant contributions to this book, and Professor Simon Goodchild of University of Agder was editor for the Norwegian portion of the book.

The Sourcebook is also in the TMME Monograph series, so be sure to check out the TMME website for more information!

Cognitive neuroscience and mathematics learning

A new issue of ZDM – The International Journal on Mathematics Education has been published, and the focus of this theme issue is on cognitive neuroscience and mathematics learning. The issue contains a number of interesting articles:

Guest editors, Elsbeth Stern and Michael Schneider have also written an editorial (A digital road map analogy of the relationship between neuroscience and educational research), and Roland H. Grabner, Daniel Ansari, Bert De Smedt and Minna Hannula have written a Glossary of technical terms in cognitive neuroscience, which are also part of this theme issue. So, if you are interested in the link(s) between neuroscience and mathematics education, this theme issue should be an evident post on your reading list!