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Xu, Wei; Zhao, Ke; Li, Yatao; Yi, Zhenzhen – International Journal of Distance Education Technologies, 2012
Determining how to provide good tutoring functions is an important research direction of intelligent tutoring systems. In this study, the authors develop an intelligent tutoring system with good tutoring functions, called "FUDAOWANG." The research domain that FUDAOWANG treats is junior middle school mathematics, which belongs to the objective…
Descriptors: Tutoring, Intelligent Tutoring Systems, Computer Software, Problem Solving
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Robotti, Elisabetta – Educational Studies in Mathematics, 2012
In the field of human cognition, language plays a special role that is connected directly to thinking and mental development (e.g., Vygotsky, "1938"). Thanks to "verbal thought", language allows humans to go beyond the limits of immediately perceived information, to form concepts and solve complex problems (Luria, "1975"). So, it appears language…
Descriptors: Cognitive Processes, Plane Geometry, Researchers, Natural Language Processing
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Hohenwarter, Markus – New England Mathematics Journal, 2011
This article discusses two examples of geometric problem solving suitable for middle and high school students. Both problems are related to students' everyday life experience and allow them to discover deep connections between mathematical properties and nature. With the help of dynamic mathematics software, students have the opportunity to…
Descriptors: Geometric Concepts, Geometry, Problem Solving, Middle School Students
Steen, Lynn Arthur – Science News, 1979
Describes some unsolved problems in geometry, as well as some recently solved ones. Indicates that each advance generates more problems than it solves, thus ensuring a constant growth in unsolved problems. (GA)
Descriptors: Geometric Concepts, Geometry, Mathematical Models, Mathematics
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De Block-Docq, Christine – Educational Studies in Mathematics, 1994
Contains an analysis of the activities of 12-year-old students solving problems of polygonal tilings and presents two categories of the thinking processes of these students: instantaneous thinking resulting in perceptions of simple structures and discursive thinking appearing in drawing activities and arguments of proofs. (13 references)…
Descriptors: Cognitive Processes, Elementary Secondary Education, Mathematics Education, Plane Geometry
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Pedersen, Jean J. – Two-Year College Mathematics Journal, 1980
A question posed by Euler is considered: How can polyhedra be classified so that the results is in some way analogous to the simple classification of polygons according to the number of their sides? (MK)
Descriptors: Classification, Geometric Concepts, Higher Education, Mathematics Education
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Lightfoot, John – Australian Mathematics Teacher, 1978
A program is outlined for the treatment of Tessellations. Major topics are: Introduction; Tessellations; Regular Tessellation; Semi-Regular Tessellations; Nonregular Tessellations; and Miscellaneous Tessellations and Filling Patterns. (MP)
Descriptors: Art Activities, Geometry, Mathematics Education, Patterns in Mathematics
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McClintock, Ruth – Mathematics Teacher, 1993
Presents a cooperative-learning lesson in which high school students visit stations equipped with different tools to establish the midpoint of a Pixy Stix, a brand of candy-filled straw. Provides solutions for two potential stations, suggestions to extend the activity, and two activity worksheets. (MDH)
Descriptors: Analytic Geometry, Classroom Communication, Cooperative Learning, Discovery Learning