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Goldenberg, E. Paul; Mark, June; Cuoco, Al – Teaching Children Mathematics, 2010
More important than infusing courses and curricula with modern content is to give students the tools to use and understand mathematics--including some that does not yet exist. A curriculum organized around habits of mind tries to close the gap between what users and makers of mathematics do and what they say. These cross-journal articles are…
Descriptors: Algebra, Elementary School Mathematics, Mathematics Curriculum, Cognitive Processes
Baroody, Arthur J.; Ginsburg, Herbert P. – 1982
Children appear to interpret the "equals" sign as an operator ("adds up to") not a relational ("the same as") symbol--e.g., viewing equations like 13 = 7 + 6 or 8 = 8 as senseless. This study, a natural experiment, examined the effects of long-term instruction emphasizing a relational definition of "equals."…
Descriptors: Arithmetic, Cognitive Development, Cognitive Processes, Educational Research

Wright, Bob – Australian Journal of Education, 1992
It is argued that Australian elementary mathematics curricula have been influenced by earlier British and United States educational movements and theories and are out of touch with current research emphasizing a constructivist approach. A new model of young children's numerical development is offered, and recommendations for improving mathematical…
Descriptors: Arithmetic, Child Development, Cognitive Processes, Comparative Education
Callingham, Rosemary; Watson, Jane – Mathematics Education Research Journal, 2004
In this article, data from a study of the mental computation competence of students in grades 3 to 10 are presented. Students responded to mental computation items, presented orally, that included operations applied to fractions, decimals and percents. The data were analysed using Rasch modelling techniques, and a six-level hierarchy of part-whole…
Descriptors: Mental Computation, Competence, Arithmetic, Mathematical Concepts
Yawkey, Thomas Daniels – 1975
This article discusses the challenge mathematics educators face in deciding what and how mathematics is to be taught, and offers some suggestions for teachers of young children based on Piaget's developmental theory of mathematics. Piaget's cognitive stages are briefly described and the concrete stage, which spans the age range included in early…
Descriptors: Arithmetic, Classification, Cognitive Processes, Developmental Stages
Chaiklin, Seth; Lesgold, Sharon B. – 1984
Knowledge about the structure of arithmetic expressions enables people to reason effectively about such expressions, including an ability to judge equivalence under transformations. This paper reports an empirical study of six middle-school children who judged the equivalence of three sets of three-term arithmetic expressions with an addition and…
Descriptors: Algebra, Arithmetic, Cognitive Processes, Educational Research
Hollingsworth, Patricia L., Ed. – 1995
This booklet for parents summarizes the curriculum at the University of Tulsa School for Gifted Children in Oklahoma. Program goals are to: (1) enhance academic achievement; (2) provide an emotionally supportive and intellectually challenging atmosphere; and (3) develop a creative and positive approach to school learning. A major premise of…
Descriptors: Academically Gifted, Arithmetic, Art Education, Cognitive Processes