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Van Harpen, Xianwei Y.; Sriraman, Bharath – Educational Studies in Mathematics, 2013
In the literature, problem-posing abilities are reported to be an important aspect/indicator of creativity in mathematics. The importance of problem-posing activities in mathematics is emphasized in educational documents in many countries, including the USA and China. This study was aimed at exploring high school students' creativity in…
Descriptors: High School Students, Geometric Concepts, Foreign Countries, Novelty (Stimulus Dimension)
Peer reviewedStillman, Gloria A.; Galbraith, Peter L. – Educational Studies in Mathematics, 1998
Reports on an intensive study of problem-solving activity of female students at the senior secondary level. Focuses on both the mathematical processing and the underlying cognitive and metacognitive activities that led to that processing. Concludes that all successful groups displayed a high number of key points where metacognitive decisions could…
Descriptors: Concept Formation, Females, Grade 12, High Schools
Peer reviewedCampbell, K. Jennifer; And Others – Educational Studies in Mathematics, 1995
Investigated individual differences in (n=100) 10th-grade students' forms of visual thinking and related intuitions in the context of mathematical problem solving. Results suggest that success at problem solving was related to logical operational ability but not to vividness of visual imagery. (29 references) (Author/SYB)
Descriptors: Foreign Countries, Grade 10, High School Students, High Schools
Jurdak, Murad Eid – Educational Studies in Mathematics, 2006
This study describes and contrasts theoretically and empirically problem solving of situated problems in school and the real world at the macro level as a social-cultural activity system and analyzes the process of solving situated problems by high school students at the micro level as an activity. Three potentially experiential problem tasks were…
Descriptors: Academic Achievement, High School Students, Interviews, Data Analysis
Peer reviewedSchneider, Maggy – Educational Studies in Mathematics, 1992
Divided into two parts, this article analyzes why some pupils feel reserve about instantaneous velocities and instantaneous flows. The second part relates reactions of pupils facing a problem that implicates the instantaneous rate of change. Describes some characteristics of this problem that enables the authors to explain its instructional…
Descriptors: Calculus, Cognitive Processes, Concept Formation, Foreign Countries

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