Mathematics

Paraeducators provide essential academic support for young learners of mathematics. However, they have limited opportunities to engage in professional development (PD) that is responsive to their instructional needs and role. To scaffold paraeducators’ growth, project staff designed, tested, and refined a PD model specifically for K–3 paraeducators working in a diverse urban district.

Prior research has examined teachers’ noticing in order to understand what factors affect teacher noticing and how mathematics teacher educators can support that noticing. We contend, however, that analyzing teachers’ noticing has the potential to be used for additional purposes. In this paper, we illustrate how we used teachers’ noticing as one tool for gaining insight into our conceptualization of a complex teaching practice—the practice of building on student mathematical thinking.

Prior research has examined teachers’ noticing in order to understand what factors affect teacher noticing and how mathematics teacher educators can support that noticing. We contend, however, that analyzing teachers’ noticing has the potential to be used for additional purposes. In this paper, we illustrate how we used teachers’ noticing as one tool for gaining insight into our conceptualization of a complex teaching practice—the practice of building on student mathematical thinking.

In STEM (science, technology, engineering, and math) fields, people with disabilities are underrepresented. This study aimed to determine what barriers might prevent students with and without disabilities from pursuing STEM careers. Differences in students’ interest in enrolling in advanced STEM courses and having a STEM career were evaluated in a sample of 438 students with (24.9%) and without disabilities (M_age = 15.09, SD = .82) recruited from public high schools in Southeastern United States.

Noticing is often studied at one time point or with a focus on how one notices a particular practice. Fewer studies have focused on how noticing shifts from before to after professional development (PD), and researchers have yet to commonly study what participants provide as rationale for changes in noticing. We engaged 18 practicing teachers in one year of PD, including a course, video coaching clubs, and coaching. We asked them to annotate video clips before and after the PD to identify what and how they noticed. We interviewed teachers about their noticing and how it related to the PD.

Research on mathematics teacher professional learning indicates that careful analysis of evidence of students’ reasoning and participation can prompt generative inquiry into instruction. Evidence of students’ own perceptions of instruction is noticeably absent in the literature. This absence is consequential, given the well-documented finding that mathematics teachers’ instructional decisions are shaped by assumptions they make about their students. Guided by an interpretive perspective on teaching and the literature on mathematics teachers’ professional learning, this study explores U.S.

Research on mathematics teacher professional learning indicates that careful analysis of evidence of students’ reasoning and participation can prompt generative inquiry into instruction. Evidence of students’ own perceptions of instruction is noticeably absent in the literature. This absence is consequential, given the well-documented finding that mathematics teachers’ instructional decisions are shaped by assumptions they make about their students. Guided by an interpretive perspective on teaching and the literature on mathematics teachers’ professional learning, this study explores U.S.

Research on mathematics teacher professional learning indicates that careful analysis of evidence of students’ reasoning and participation can prompt generative inquiry into instruction. Evidence of students’ own perceptions of instruction is noticeably absent in the literature. This absence is consequential, given the well-documented finding that mathematics teachers’ instructional decisions are shaped by assumptions they make about their students. Guided by an interpretive perspective on teaching and the literature on mathematics teachers’ professional learning, this study explores U.S.

Research on mathematics teacher professional learning indicates that careful analysis of evidence of students’ reasoning and participation can prompt generative inquiry into instruction. Evidence of students’ own perceptions of instruction is noticeably absent in the literature. This absence is consequential, given the well-documented finding that mathematics teachers’ instructional decisions are shaped by assumptions they make about their students. Guided by an interpretive perspective on teaching and the literature on mathematics teachers’ professional learning, this study explores U.S.

Fostering youth voice means supporting young people in expressing their ideas, taking ownership of their learning, and engaging with their communities in meaningful and impactful ways. Out-of-school-time (OST) science, technology, engineering, and math (STEM) programs have long provided these opportunities, empowering youth to drive their learning forward and see themselves as active contributors to the world around them.