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Speiser, Bob; Walter, Chuck – Journal of Mathematical Behavior, 2011
This paper explores how models can support productive thinking. For us a model is a "thing", a tool to help make sense of something. We restrict attention to specific models for whole-number multiplication, hence the wording of the title. They support evolving thinking in large measure through the ways their users redesign them. They assume new…
Descriptors: Models, Productive Thinking, Concept Formation, Fundamental Concepts
Hackenberg, Amy J.; Tillema, Erik S. – Journal of Mathematical Behavior, 2009
This article reports on the activity of two pairs of sixth grade students who participated in an 8-month teaching experiment that investigated the students' construction of fraction composition schemes. A fraction composition scheme consists of the operations and concepts used to determine, for example, the size of 1/3 of 1/5 of a whole in…
Descriptors: Numbers, Concept Formation, Grade 6, Mathematics Instruction
Ramful, Ajay; Olive, John – Journal of Mathematical Behavior, 2008
In line with current efforts to understand the piece-by-piece structure and articulation of children's mathematical concepts, this case study compares the reversibility schemes of two eighth-grade students. The aim of the study was to identify the mechanism through which students reverse their thought processes in a multiplicative situation. Data…
Descriptors: Mathematical Concepts, Cognitive Processes, Multiplication, Case Studies

Lampert, Magdalene – Journal of Mathematical Behavior, 1986
How multiplication is usually taught in school and how it could be taught are discussed. Development of understanding is illustrated through children's words and work. (MNS)
Descriptors: Cognitive Development, Concept Formation, Elementary Education, Elementary School Mathematics