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Early Colleges as a Model for Schooling
Early Colleges as a Model for Schooling advocates for early college high schools as an effective means of reducing academic, cultural, and financial obstacles to postsecondary education. This perceptive work evaluates, both quantitatively and qualitatively, the impacts of early colleges—hybrids that blend elements of secondary and postsecondary education. It examines the strengths and challenges of early college models of different designs and explores their place in the greater education system. Julie A. Edmunds, Fatih Unlu, Elizabeth J. Glennie, and Nina Arshavsky craft their narrative around the findings of one of the most ambitious studies to date on early college high schools, a fifte...
The Dual Enrollment Kaleidoscope
The Dual Enrollment Kaleidoscope serves as a starting point for elevating the voices of those who do dual enrollment (DE) work—those who historicize, legitimize, scrutinize, critically analyze, align, and assess it—pushing readers beyond unique, singular views of DE first-year composition and positioning DE’s impact on composition instruction as one that shifts dependent upon perspective. Just as kaleidoscopes reconfigure images, DE provides writing studies with reflecting images of what FYC was, is, and could be. DE disrupts long-held beliefs of who should take and who should teach college writing. Giving higher education pause about the place of writing instruction within the academy...
Facilitator's Guide to Ways to Think about Mathematics
Facilitating mathematical investigations with teachers will help improve their teaching! Because a student's learning depends so heavily on teacher quality, districts and state departments of education, colleges, and universities are called upon to strengthen their teacher preparation and professional development programs. Yet college mathematics courses are often criticized for being disconnected from the mathematics that teachers are asked to teach. The Facilitator's Guide to Ways to Think About Mathematics is designed to close this gap. National and state standards and frameworks suggest that mathematical investigation, problem solving, and exploratory learning should play a central role ...
Proceedings of the Ninth International Congress on Mathematical Education
Mathematics as a discipline has a long history, emerging from many cultures, with a truly universal character. Mathematicians throughout the world have a fundamentally common understanding of the nature of mathematics and of its central problems and methods. Research mathematicians in any part of the world are part of a cohesive intellectual community that communicates fluently. Among organizations devoted to mathematics education, The International Commission on Mathematical Instruction (ICMI) is distinctive because of its close ties to the mathematics community. The great challenges now facing mathematics education around the world demand a deeper and more sensitive involvement of disciplinary mathematicians than we now have, both in the work of educational improvements and in research on the nature of teaching and learning.
Ways to Think About Mathematics
Funded by the National Science Foundation and successfully field-tested in a variety of settings, the materials presented give teachers the opportunity to grow as learners for the classes they teach.
Accessible Algebra
Accessible Algebra: 30 Modules to Promote Algebraic Reasoning, Grades 7-10 is for any pre-algebra or algebra teacher who wants to provide a rich and fulfilling experience for students as they develop new ways of thinking through and about algebra.' The book includes 30 lessons that identify a focal domain and standard in algebra, then lays out the common misconceptions and challenges students may face as they work to investigate and understand problems.' Authors Anne Collins and Steven Benson conferred with students in real classrooms as the students explained what problem-solving strategies they were using or worked to ask the right questions that would lead them to a deeper understanding of algebra. Each scenario represents actual instances of an algebra classroom that demonstrate effective teaching methods, real-life student questions, and conversations about the problems at hand. 'Accessible Algebra' works for students at every level. In each lesson, there are sections on how to support struggling students, as well as ways to challenge students who may need more in-depth work. There are also numerous additional resources, including research articles and classroom vignettes.
Handling the qualitative side of mixed methods research
Attention to mixed methods studies research has increased in recent years, particularly among funding agencies that increasingly require a mixed methods approach for program evaluation. At the same time, researchers operating within large-scale, rapid-turnaround research projects are faced with the reality that collection and analysis of large amounts of qualitative data typically require an intense amount of project resources and time. However, practical examples of efficiently collecting and handling high-quality qualitative data within these studies are limited. More examples are also needed of procedures for integrating the qualitative and quantitative strands of a study from design to i...
