Discusses some of the challenges faced by blind and visually impaired students, and some of the tools available to help these students in their efforts to learn mathematics. Argues that much of the language of mathematics relies heavily on visual reference. (DDR)

Details the topics of a new course that introduces computing and communication technology to students not majoring in computer science. Discusses the process of developing a Java applet (a program that can be invoked through a World Wide Web browser) that illustrates the protocol used by ethernet local area networks to determine which computer can…

This study examined how urban fourth graders interpreted curriculum events, especially those involving mathematics, investigating everyday representations of mathematical concepts, subject matter learning, knowledge production processes, and event structured knowledge. Students' writings about school and math events indicated that curriculum was…

Discusses recent evidence that suggests that the use of strategies employing ideas that students recognize as real or meaningful improves student performance in mathematics. Includes ideas which may be effective in enabling teachers to adopt more practical approaches. (DDR)

Describes a 7-year-old whose mathematical performance in class embodies much of what is important according to "Curriculum and Evaluation Standards for School Mathematics". She speaks little English and therefore scores low on standardized, norm-referenced tests. Concludes that changes in curriculum and classroom instruction require changes in…

Describes grade-appropriate weekly activities designed to appeal directly to students by giving them open-ended questions. Activities may be worked on individually, in pairs, or in small groups. This particular set of activities focuses on stories from literature involving measurement, earning money, marketing a product, and setting up a…

Asserts that traditional teaching methods are unintentionally biased towards the elite and against many non-traditional students. Outlines several easily accessible changes in teaching methods that have fostered dramatic changes in student performance with no change in standards. These approaches have proven effective even in the fields of…

Investigated the ways teachers' content knowledge affected implementation of mathematics education reform by observing teachers during a reform-based algebra lesson. Found that teachers learned during this process by modifying existing content knowledge and developing new content knowledge and appropriate strategies, and that teachers negotiated…

Presents an interdisciplinary project for precalculus classes that allows students to increase their understanding of the mathematics of transformations of periodic functions and helps them see mathematics in art. Uses an applet that produces high-quality graphs and real works of art by using combinations of transformations of the sine and cosine…

This article discusses forces driving mathematics reform: shifting theoretical paradigms, disappointing levels of mathematics performance of students in the United States, and the impact of rapidly changing technologies. Concerns about this reform from the special education community are discussed, and synthesized special education research…

Used meta analysis to synthesize research on the effects of interventions to improve mathematics achievement of students considered at risk for academic failure. Found that effective interventions included providing teachers and students with student performance data; using peer tutors; providing clear, specific feedback to parents on children's…

This article describes "Hot Math," a third-grade intervention conducted with small groups of students with disabilities or in inclusive classrooms that fosters mathematical problem solving. Hot Math integrates two promising practices to promote mathematical problem solving, explicit instruction about transfer and self-regulation strategies.…

Discusses what a good problem is. Describes the eight problem categories and the four dimensions for evaluating problem-solving performance. (YP)

Presented are suggestions for increasing the efficient use of the transition board while reducing its overall size. Discussed are the construction and preparation of the boards. Teaching addition and subtraction using these materials is described. (CW)

Examined is the situation in which pupils invent mathematics on their own and teachers' reactions to this situation. The assimilation of students' original ideas into correct mathematical concepts is discussed. (CW)