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  • Dr. Spencer’s work sits at the intersection on mathematics education, teacher education and educational equity in urban and minoritized communities. Her research has examined m... moreedit
CITATION: Stinson, D. W., & Spencer, J. A. (Eds.). (2013). Privilege and oppression in the mathematics preparation of mathematics teacher educators [Special issue]. Journal of Urban Mathematics Education, (6)1.
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It's hard to forget Donovon. He sat in the far right corner of his sixth grade math classroom facing the wall. He was quiet and listened to the teacher's class discussions and lectures, even though he could not actually see her or engage... more
It's hard to forget Donovon. He sat in the far right corner of his sixth grade math classroom facing the wall. He was quiet and listened to the teacher's class discussions and lectures, even though he could not actually see her or engage with her. He was deemed too far behind to work with the other kids and was assigned computation problems out of an old fourth-grade textbook. On occasion, I would sit next to him and encourage him work on the problems assigned to his classmates. Like the equation x+3= 7. I gave him a series of simpler problems, talking about all the ways one could arrive at 7 when adding, and I discussed for what seemed to be the entire class period why the letter x was in the problem in the first place. And then the light went on. He realized not only what x meant, but also why it must equal 4. Through mathematics instructional practices centered on student thinking and sense-making versus rule-giving and recall, Donovon was able to understand the equation. Donovon was not missing out on much. Though they worked from a sixth-grade textbook, his classmates often copied long columns of problems from the board solving them with predetermined steps. On this day they were told to subtract 3 from each side of the equation. No explanation was given for why the method worked and students spent the entire class session rotely completing nearly identical problems. We have all heard the arguments that repetition is essential to math success. Yet, only two percent of the sixth-graders at Donovon's school were scoring at or above proficiency on their state math exams. Less than three miles from Donovon's school, Douglass Middle School sat in the middle of a residential community in South East Los Angeles. Each morning when I drove there on the freeway, I could not help but notice that the majority of the cars were going in the opposite direction. As happy as I was to drive on a virtually empty freeway in Los Angeles, I understood that the scarcity of cars moving in my direction signaled something disturbing about the nature of life and opportunities in the Douglass community. On the route between my freeway exit and the school, the men (both young and aged) standing around on sidewalks, wandering the streets, and sometimes stretched out on bus stop benches told the story all too well. Unemployment in this community was among the highest in the nation, and the often resultant ills of poverty, incarceration, and drug abuse had now taken their places. Math class at Douglass left me dreaming for more.
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Our department has adopted action research (AR) projects as the culminating task for our master’s degree candidates. This article presents our work on mentoring graduate students towards the completion of their final AR research projects... more
Our department has adopted action research (AR) projects as the
culminating task for our master’s degree candidates. This article
presents our work on mentoring graduate students towards the
completion of their final AR research projects and details the deliberate
structures put in place to guide them through the AR process. These
structures include a full-semester course, individual meetings with an
AR chair, and collaborative faculty–student feedback sessions. These
collaborative conversations (between students and faculty) have
allowed us to clarify our understandings of AR, set standards and goals
for AR, and raise our expectations on the quality of final AR projects.
We hope that the discussion in this article will give students assigned
AR new insights as they conduct their research. Also, we hope that
the guiding principles we have derived through our efforts can inform
others who currently use or plan to assign AR to their students.
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This chapter examines the racialization of mathematics education within the context of US K-12 education. While it is widely acknowledged that mathematics education houses chronic disparities between groups of students from more- versus... more
This chapter examines the racialization of mathematics education within the context of US K-12 education. While it is widely acknowledged that mathematics education houses chronic disparities between groups of students from more- versus less-dominant racial, ethnic and linguistic groups, fewer stories are told about the role of mathematics education in creating and fueling these disparities. The grand narrative of Black failure and White success is told without regard to the realities of racism, which shape the experiences of both Black and White (and all students) in US society. We argue that the same way in which Whiteness affords those identified as White with "material and non-material" benefits , the experiences of those identified as Black are shaped by entrenched notions of racial hierarchy and inferiority.  As a result, mathematics education is a profoundly racialized experience in students’ lives.  Increasingly, the processes and structures that play a role in students’ racialized experiences have been under investigation in the field of mathematics.  The argument we develop in this chapter is developed from this work and our experiences as mathematics education researchers. Here, we set out to illustrate how the process of racialization gets constructed from the ground up--in moments of classroom life, within the schools in which those classrooms are situated, and within the structures and systems which constitute those schools.
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