A poetic structure occurs when a speaker's comment repeats some of the syntax and words of a previous comment. During a collaborative algebra task, a student explained a property five times over a few minutes, in slightly different ways. He consistently used poetic structures that were marked elaborately through discursive modes such as pause,…

By combining linguistic analysis with metaphors for mediating between a body of knowledge and teaching practice, we exemplify curriculum developers' voices in teacher guides. We discuss two types of voices, that of the Expert, who talks through the teacher and restricts the pedagogical agency of the teacher, and that of the Philosopher, who speaks…

Syriac translations and Syriac scholars played an important role in the transmission of the sciences, including the mathematical sciences, from the Greek to the Arabic world. Relatively little, unfortunately, remains of the translations and original mathematical works of earlier Syriac scholars, but some materials have survived, and further…

In our work in teacher education and professional development, we aim to help teachers to learn to participate in, and create, classroom ecologies that support students' learning. In this article we focus on the challenges of developing a classroom ecology that provides mathematical sustenance for students. We pay particular attention to the ways…

There is a strange fact that many works written with the purpose to explain what is mathematics, somehow avoid the issue. This paper is aimed at filling this gap. After discussing various descriptions of mathematics as they appear in literature, it is suggested that mathematics is an essentially linguistic activity characterized by association of…

Suggests that it is possible to apply the principles of literary criticism to the mathematical text. Discussed are the areas of rhetoric, metaphor, and metonymy. (PK)

Recommends a change in the way mathematics is taught to engineers and scientists. Espouses a shift away from traditional methods to an approach that makes significant use of algebra packages. Suggests that teaching the language comprised of the notation and grammar of mathematics would be of more use and more accessible than focusing entirely on…

Described are two kinds of mathematical communications. Discusses how language is used to communicate mathematics, especially as it relates to the triangle formed by writer, text, and reader. (PK)

Suggests that trivialized versions of constructivism are promulgated due to misunderstandings of vocabulary adopted by its advocates. Discusses specifics of frustrations in an effort to communicate the insights and implications of radical and social constructivist theories to preservice and practicing teachers. Presents a classroom episode to show…

National Numeracy Strategy (NNS) guidance appears to characterise mathematical language as a set of specialist words with unambiguous definitions, yet analysis of the classroom transcript suggests that at least some mathematical concepts cannot be captured by such definitions. This paper explores the notion of definition within mathematics,…

Mathematics is a central part of school curricula around the world. There has been much interest in linguistic aspects of the teaching and learning of mathematics, both from mathematics educators and from applied linguists. This short paper introduces a set of five articles exploring the intersection between these two communities. The articles all…

Explores policy, practice, and research issues related to teaching and learning mathematics in multilingual classrooms in South Africa. Focuses on code-switching in multilingual mathematics classrooms. Points to the significance of language as power in mathematics education settings. Demonstrates the need for researching the relationship between…

Mathematics is a language -- a way of describing, recording in mathematical sentences, and interpreting the symbols used to denote relationships. It is also an activity involving a way of thinking and a means of using relationships to solve problems. Opportunities must be provided for these activities in mathematics teaching. (Author/JN)

Suggested are sight word activities which will help students recognize both language and mathematical symbols in reading materials. Activities described include context clues, structural analysis, phonic cues, and dictionary skills. (DS)

Implements a table algorithm on a spreadsheet program and obtains functions for several number sequences such as the Fibonacci and Catalan numbers. Considers other applications of the table algorithm to integers represented in various number bases. (YP)