Esmonde, I. (2009). Mathematics learning in groups: Analyzing equity in two cooperative activity structures. Journal of the Learning Sciences, 18(2), 247–284.
This article discusses the design and conditions of high school mathematics activities that aim to distribute opportunities to learn to all students. Of particular interest to ISE educators is the analysis of how some ostensibly equitable group activities may shut down equal participation. Also of interest is the theoretical discussion of the relationship between opportunities to productively participate in mathematical activities and the development of positive mathematical learning identities.
Nasir, N. S., & McKinney de Royston, M. (2013). Power, identity, and mathematical practices outside and inside school. Journal for Research in Mathematics Education, 44(1), 264–287.
This article discusses intellectual activities in African American culture that privilege mathematical thinking. The mathematical thinking in these activities is often not valued in the classroom. The authors argue for a shift from a deficit view of the cultural activities of non-dominant groups to an additive perspective that values the cultural wealth of these groups and uses that wealth to support student identity and learning.
Swanson, L. H., Bianchini, J. A., & & Lee, J. S. (2014). Engaging in argument and communicating information: A case study of English language learners and their science teacher in an urban high school. Journal for Research in Science Teaching, 51(1), 31–64. doi:10.1002/tea.21124
In this study, the researchers investigated opportunities and challenges English language learners (ELLs) faced while learning the scientific practices of argumentation and communication of findings (NGSS practices 7 and 8; NGSS Lead States, 2013). Specifically, they asked how the teacher engaged ELLs in argumentation and communication and how the ELLs actually used these practices.
Howes, E. V., Lim, M., & Campos, J. (2009). Journeys into inquiry-based elementary science: Literacy practices, questioning, and empirical study. Science Education, 93(2), 189–217.
Combining science and literacy is becoming a common teaching strategy, which builds on the importance of professional scientists’ use of reading, writing, and speaking in their work. This paper consists of descriptions of efforts of three elementary teachers to teach literacy through science. The authors’ purpose was to theorize how and why to integrate literacy practices with scientific inquiry, to provide examples for educators, and to provide considerations for implementation, all of which may also be useful for informal educators.
Feinstein, N. W., & Meshoulam, D. (2013). Science for what public? Addressing equity in American science museums and science centers. Journal of Research in Science Teaching, 51(3), 368–394. doi:10.1002/tea.21130
Feinstein and Meshoulam’s study examines the nature of equity work in museums and science centres across the U.S. Based on 32 interviews with leaders from 15 informal science education organisations, the authors identified two different perspectives, client and cooperative, each with its own strengths and implications for informal science education.
Hudicourt-Barnes, J. (2003). The use of argumentation in Haitian Creole science classrooms. Harvard Educational Review, 73(1), 73–93.
This article uses critical ethnography and analysis of student talk to refute claims that Haitian children are less than fully engaged in science classrooms. Josiane Hudicourt-Barnes provides examples from a bilingual science classroom to explain cultural differences in language and in students’ understanding of scientific argumentation. Hudicourt-Barnes posits that the Creole talk style of bay odyans is naturally scientific because it uses logic in argumentation. Ultimately, Hudicourt-Barnes proposes, cultural ways of thinking and speaking are good bases for science talk, particularly for argumentation.
Xu, J., Coats, L., & Davidson, M. (2012). Promoting student interest in science: The perspectives of exemplary African American teachers. American Educational Research Journal, 49(1), 124–154.
This study investigated what exemplary African American science teachers do to develop interest in science among low-income African American elementary students. The researchers found three interrelated approaches:
1) Having a genuine interest—in science, in teaching, and in students’ lives
2) Scaffolding students’ interest in science
3) Offering multiple standpoints—many ways for students to engage
Levinson, R. (2010). Science education and democratic participation: An uneasy congruence. Studies in Science Education, 46(1), 69–119.
Democratic participation is supposed to be enabled by the skills of scientific literacy. But there are several models of democratic participation—deficit, deliberative, and more radical forms. The author of this paper argues that educators need to make explicit to students the political and hegemonic bases underlying these models as well as the role of scientific knowledge and decision-making. This paper may be of interest to ISE educators leading programs supporting scientific literacy through argumentation, participation, and
Hamlin, M. L. (2013). “Yo soy indígena”: Identifying and using traditional ecological knowledge (TEK) to make the teaching of science culturally responsive for Maya girls. Cultural Studies of Science Education, 8(4), 759–776. doi:10.1007/s11422-013-9514-7
Hamlin provides a how-to guide for leveraging traditional ecological knowledge (TEK) to teach science in indigenous contexts. Her process uses the Vitality Index of Traditional Ecological Knowledge with ethnography to identify TEK. She describes how a community-driven program used TEK to expand the learning opportunities of a historically oppressed group: Maya women in Guatemala.
Nasir, N. S., & Hand, V. (2008). From the court to the classroom: Opportunities for engagement, learning, and identity in basketball and classroom mathematics. Journal of the Learning Sciences, 17(2), 143–179. doi:10.1080/10508400801986108
This article discusses the potential for learner engagement in the contexts of a basketball team and a mathematics classroom. The qualitative analysis centers on three aspects of each context: access to the domain, the integral roles available to learners, and opportunities for self-expression.