Projects

This collaborative project is developing instruments to assess secondary teachers' Mathematical Habits of Mind (MHoM). These habits bring parsimony, focus, and coherence to teachers' mathematical thinking and, in turn, to their work with students. This work fits into a larger research agenda with the ultimate goal of understanding the connections between secondary teachers' mathematical knowledge for teaching and secondary students' mathematical understanding and achievement.

This collaborative project is developing instruments to assess secondary teachers' Mathematical Habits of Mind (MHoM). These habits bring parsimony, focus, and coherence to teachers' mathematical thinking and, in turn, to their work with students. This work fits into a larger research agenda with the ultimate goal of understanding the connections between secondary teachers' mathematical knowledge for teaching and secondary students' mathematical understanding and achievement.

This project’s researchers are determining individual teacher effect estimates and investigating their stability across models. This study also investigates the instructional practices of a subsample of 30 highly effective and 30 less effective sixth-grade mathematics teachers using videotaped classroom lessons, which are coded and analyzed by researchers who are blind to the value-added effectiveness of the teachers.

The goal of this project is to develop learning progressions and assessment items targeting computational thinking. The items will be used for a test of college-ready critical reasoning skills and will be integrated into an existing online assessment system, the Berkeley Assessment System Software.

This project explores the effectiveness of two different versions of professional development (PD) designed to enhance middle school mathematics teachers’ understanding of fractions and proportions, and their teaching of these mathematical concepts to students. The PD uses an approach that engages teachers with web-based apps that allow them to test and experiment with their mathematical ideas. The apps, combined with guiding questions that challenge teachers’ thinking about fractions and proportions, serve both to promote critical thinking about the concepts and to further developing their understandings of the concepts. The researchers will use an innovative approach, topic modeling, to examine the effectiveness of each of version of the PD.

This project explores the effectiveness of two different versions of professional development (PD) designed to enhance middle school mathematics teachers’ understanding of fractions and proportions, and their teaching of these mathematical concepts to students. The PD uses an approach that engages teachers with web-based apps that allow them to test and experiment with their mathematical ideas. The apps, combined with guiding questions that challenge teachers’ thinking about fractions and proportions, serve both to promote critical thinking about the concepts and to further developing their understandings of the concepts. The researchers will use an innovative approach, topic modeling, to examine the effectiveness of each of version of the PD.

This project explores the effectiveness of two different versions of professional development (PD) designed to enhance middle school mathematics teachers’ understanding of fractions and proportions, and their teaching of these mathematical concepts to students. The PD uses an approach that engages teachers with web-based apps that allow them to test and experiment with their mathematical ideas. The apps, combined with guiding questions that challenge teachers’ thinking about fractions and proportions, serve both to promote critical thinking about the concepts and to further developing their understandings of the concepts. The researchers will use an innovative approach, topic modeling, to examine the effectiveness of each of version of the PD.

Through the integration of STEM content and literacy, this project will study the ways teachers implement project practices integrating literacy activities into STEM learning. Teachers will facilitate instruction using scenarios that present students with everyday, STEM-related issues, presented as scenarios, that they read and write about. After reading and engaging with math and science content, students will write a source-based argument in which they state a claim, support the claim with evidence from the texts, and explain the multiple perspectives on the issue.

This project aims to create a web-based STEM Career Exploration and Readiness Environment (CEE-STEM) that will support opportunities for youth ages 16-24 who are neither in school nor are working, in rebuilding engagement in STEM learning and developing STEM skills and capacities relevant to diverse postsecondary education/training and employment pathways.

The project will create a system of online mathematics teacher professional development modules for middle and high school teachers. Teachers will engage in online, asynchronous, high-quality mathematics learning experiences that mirror research-based productive classroom practices and models of instruction that feature active learning and student collaboration, explanation, and discussion.

This project uses classroom and individual teaching experiments, along with numerous and extensive interviews, to investigate: (a) the nature of teachers' understandings of students' mathematical thinking before and after instruction on that thinking, (b) the processes by which teachers learn about students' mathematical thinking while participating in instruction, (c) factors affecting teachers' learning of this material and (d) effects of learning this material on teachers' conceptualizations of mathematics learning, teaching and assessment .

This study will examine the impact of the Learning and Teaching Geometry (LTG) professional development for secondary mathematics teachers on the teachers' knowledge and classroom instruction, as well as on their students' learning. As the nation invests vast resources in the professional development of teachers to meet new curriculum and instruction challenges, exploring the efficacy of professional development is important to understand how best to direct those resources.

This project is carrying out a research and development initiative to increase the success rates of our most at-risk high school students—ninth-grade students enrolled in algebra classes but significantly underprepared for high school mathematics. It will also result in new understandings about effective approaches for teaching mathematics to struggling students and about effective ways for implementing these approaches at scale, particularly in urban school districts.

This project will test the efficacy of using agent-based simulation and visualization models to identify the factors that predict mathematics achievement for students from the 8th grade to the 12th grade and beyond. The team is using data that includes 14 years of data on student grade reports, coursework, demographics, teacher variables such as years of service, professional development courses taken, years of service, and other artifacts.

This project will test the efficacy of using agent-based simulation and visualization models to identify the factors that predict mathematics achievement for students from the 8th grade to the 12th grade and beyond. The team is using data that includes 14 years of data on student grade reports, coursework, demographics, teacher variables such as years of service, professional development courses taken, years of service, and other artifacts.

The project is a longitudinal assessment of the prerequisite (e.g. fractions), cognitive (e.g. working memory), and non-cognitive (e.g. math anxiety) factors that dynamically influence 7-9th grade students' algebraic learning and cognition, with a focus on students with learning disabilities in mathematics. The study will provide the most comprehensive assessment of the development of algebra competence ever conducted and is organized by an integrative model of cognitive and non-cognitive influences on students' engagement in math classrooms and on the learning of procedural and spatial-related aspects of algebra.

This project is reviewing and analyzing policy documents and studies related to Algebra I learning and teaching, in order to (1) gain a better understanding of algebra education in the United States; and (2) conduct an accounting of research questions that have and have not been taken up by policy documents to date. The results are to be disseminated to both the mathematics education research community and to the education policy community.

This project will scale up, implement, and assess the efficacy of interventions in K-12 mathematics education based on the well-established Algebra Project (AP) pedagogical framework, which seeks to improve performance and participation in mathematics of students in distressed school districts, particularly low-income students from underserved populations.

This project supports up to eight fellows per year to participate in the Albert Einstein Distinguished Educator Fellows Program. This program provides opportunities for teachers to work on educational issues and/or programs in a federal agency or congressional office. It promotes professional growth; fosters the exchange of ideas that are relevant to STEM education at the national and state levels through conferences, workshops, and presentations; provides opportunities for teachers' input; and awards outstanding teachers.

This project leverages the role of mentor teachers to support novices’ development of pedagogical reasoning and increase the likelihood that they will be prepared to engage in responsive mathematics teaching. Mentor teachers in three differently structured teacher education programs will receive professional development aimed at making their pedagogical reasoning visible and supporting them in engaging collaboratively with novices in this type of teacher thinking. The researchers will study mentor teachers’ development of collaborative pedagogical reasoning (Co-PR) and its relationship to responsive teaching.

This project leverages the role of mentor teachers to support novices’ development of pedagogical reasoning and increase the likelihood that they will be prepared to engage in responsive mathematics teaching. Mentor teachers in three differently structured teacher education programs will receive professional development aimed at making their pedagogical reasoning visible and supporting them in engaging collaboratively with novices in this type of teacher thinking. The researchers will study mentor teachers’ development of collaborative pedagogical reasoning (Co-PR) and its relationship to responsive teaching.

This project leverages the role of mentor teachers to support novices’ development of pedagogical reasoning and increase the likelihood that they will be prepared to engage in responsive mathematics teaching. Mentor teachers in three differently structured teacher education programs will receive professional development aimed at making their pedagogical reasoning visible and supporting them in engaging collaboratively with novices in this type of teacher thinking. The researchers will study mentor teachers’ development of collaborative pedagogical reasoning (Co-PR) and its relationship to responsive teaching.

Advancing Equity and Strengthening Teaching with Elementary Mathematical Modeling is a teacher PD project focused on strengthening K-5 teaching with mathematics modeling. Building on previous foundational work around mathematics modeling and equity, this project will bring together equity oriented teaching practices and mathematical modeling to design and research the impact of a blended PD program on teacher practice. The project will include video-enhanced reflection and online mentoring in addition to face-to-face components of PD. Using five pivotal spaces for elementary mathematics modeling as a framework, the project will explore the ways in which tools and structures that support practices aligned with pivotal spaces in mathematics modeling lessons can help teachers advance equitable participation and develop student competencies in mathematics modeling. The project will engage in cycles of design-based implementation research (DBIR) to study the relationships between features of the PD and changes in teacher practice, understandings, and dispositions.

Advancing Equity and Strengthening Teaching with Elementary Mathematical Modeling is a teacher PD project focused on strengthening K-5 teaching with mathematics modeling. Building on previous foundational work around mathematics modeling and equity, this project will bring together equity oriented teaching practices and mathematical modeling to design and research the impact of a blended PD program on teacher practice. The project will include video-enhanced reflection and online mentoring in addition to face-to-face components of PD. Using five pivotal spaces for elementary mathematics modeling as a framework, the project will explore the ways in which tools and structures that support practices aligned with pivotal spaces in mathematics modeling lessons can help teachers advance equitable participation and develop student competencies in mathematics modeling. The project will engage in cycles of design-based implementation research (DBIR) to study the relationships between features of the PD and changes in teacher practice, understandings, and dispositions.

Advancing Equity and Strengthening Teaching with Elementary Mathematical Modeling is a teacher PD project focused on strengthening K-5 teaching with mathematics modeling. Building on previous foundational work around mathematics modeling and equity, this project will bring together equity oriented teaching practices and mathematical modeling to design and research the impact of a blended PD program on teacher practice. The project will include video-enhanced reflection and online mentoring in addition to face-to-face components of PD. Using five pivotal spaces for elementary mathematics modeling as a framework, the project will explore the ways in which tools and structures that support practices aligned with pivotal spaces in mathematics modeling lessons can help teachers advance equitable participation and develop student competencies in mathematics modeling. The project will engage in cycles of design-based implementation research (DBIR) to study the relationships between features of the PD and changes in teacher practice, understandings, and dispositions.