This article describes an innovation in an elementary mathematics education course called SEE Math (Support and Enrichment Experiences in Mathematics), which aims to support teacher candidates (TCs) as they learn to teach mathematics through problem solving while promoting equity during multiple experiences with a child. During this 8-week program, TCs craft and implement tasks that promote problem solving in the context of a case study of a child’s thinking while collecting and analyzing student data to support future instructional decisions. The program culminates in a mock parent–teacher conference. Data samples show how SEE Math offers TCs an opportunity to focus on the nuances of children’s strengths rather than traditional measures of achievement and skill.
Crystal Kalinec-Craig, Emily P. Bonner, and Traci Kelley
Johannah Nikula and Courtney L. Nelson
Careful attention to lesson design and implementation can make the opportunities to learn, which are described in the Common Core, viable for all students—including English language learners.
A programming activity helps students give meaning to the abstract concept of slope.
Nancy S. Roberts and Mary P. Truxaw
A classroom teacher discusses ambiguities in mathematics vocabulary and strategies for ELL students in building understanding.
Higinio Dominguez and Melissa Adams
Complement teacher noticing with student noticing to enhance the teaching and learning of estimation.
Erin Turner, Higinio Dominguez, Luz Maldonado, and Susan Empson
This study investigated discursive positioning moves that facilitated Latino/a English learners' (ELs) opportunities to take on agentive problem-solving roles in group mathematical discussion. A focus on mechanisms that support students' agentive participation is consistent with our view that recurrent experiences participating and being positioned in particular ways contribute to identity development. Findings suggest several ways that discursive positioning facilitated ELs' agentive participation, including via: (a) explicit statements that validated ELs' reasoning, (b) invitations to share, justify, or clarify thinking that positioned ELs as competent problem solvers, and (c) inviting peers to respond to an EL's idea in ways that positioned the idea as important and/or mathematically justified.
JRME Equity Special Issue Editorial Panel
Beatriz D'Ambrosio, Marilyn Frankenstein, Rochelle Gutiérrez, Signe Kastberg, Danny Bernard Martin, Judit Moschkovich, Edd Taylor, and David Barnes
This article provides an introduction to the JRME Equity Special Issue. It includes a rationale for the special issue, the process for selecting articles, and a description of the kinds of articles that will appear in the special issue. It concludes with a set of questions that teachers and researchers can and should ponder as they read the articles in the special issue.
Mamokgethi Setati Phakeng and Judit N. Moschkovich
This article shares the authors' views on language-diversity issues in research in mathematics education. Described are tensions, questions, and myths that they have regularly faced as researchers. They use similarities and differences in two settings (multilingual classrooms in South Africa and U.S. mathematics classrooms with Latino/a students) to illustrate the complexity of this work and illuminate research findings.
In an era when familiar categories of identity are breaking down, an argument is made for using post-structuralist vocabulary to talk about ethical practical action in mathematics education. Using aspects of Foucault's post-structuralism, an explanation is offered of how mathematical identifications are tied to the social organization of power. An analysis of 2 everyday instances is provided to capture the oppressive conditions in which ordinary people involved in mathematics are engaged. Describing how systemic constraints become lived as individual dilemmas offers a way of understanding what we might do to effect change, and what we might do to produce tangible results.
Janet B. Andreasen and Jessica H. Hunt
To meet diverse student needs, use an approach that is situated in understanding fractions.