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Tsamir, Pessia; Dreyfus, Tommy – Journal of Mathematical Behavior, 2005
This article builds on two previous ones in which we presented the processes of construction and consolidation of one student's knowledge structures about comparisons of infinite sets, according to a recently proposed theory of abstraction. In the present article, we show that under slight variations of context, knowledge structures that have…
Descriptors: Abstract Reasoning, Mathematical Logic, Mathematics Instruction, Knowledge Level

Witherspoon, Mary Lou – Arithmetic Teacher, 1993
Reports results of interviews in which students were asked to illustrate three interpretations of fractions: a unit subdivided into equal-sized parts; a set subdivided into equal-sized parts; and a ratio. Two areas of difficulty in giving reasonable representations are discussed. Proposes teaching suggestions to overcome these difficulties. (MDH)
Descriptors: Cognitive Measurement, Cognitive Structures, Fractions, Instructional Materials
Steinberg, Wendy J. – 1990
The purpose of this study was to examine the nature and degree of differences in expert versus novice knowledge structures, both before and after training, when judging the similarity of multiple-choice test items within a statistics and test theory (STT) domain. Subjects were employees of the Testing Division of the New York State Department of…
Descriptors: Adults, Cognitive Structures, Comparative Testing, Government Employees
Birenbaum, Menucha; And Others – 1992
Diagnoses of students' performance on procedural mathematical tasks need to display a certain level of stability and robustness if they are to be used as the basis for remediation, particularly with computer-delivered instruction. The purpose of this study was to compare two diagnostic approaches for describing students' (n=231) errors in algebra…
Descriptors: Algebra, Cognitive Structures, Computer Assisted Instruction, Educational Diagnosis