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Tabor, Whitney; Cho, Pyeong W.; Dankowicz, Harry – Cognitive Science, 2013
Human participants and recurrent ("connectionist") neural networks were both trained on a categorization system abstractly similar to natural language systems involving irregular ("strong") classes and a default class. Both the humans and the networks exhibited staged learning and a generalization pattern reminiscent of the…
Descriptors: Learning Processes, Task Analysis, Systems Approach, Geometric Concepts
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Guo, Jian-peng; Pang, Ming Fai – European Journal of Psychology of Education, 2011
In experiment 1, novice fourth-grade students (N = 92) who compared multiple examples that separately varied each critical aspect and then simultaneously varied all critical aspects developed better conceptual knowledge about the "altitude of a triangle" than students who compared multiple examples that did not separately vary each critical aspect…
Descriptors: Prior Learning, Word Recognition, Geometric Concepts, Generalization
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Tommasi, Luca; Thinus-Blanc, Catherine – Learning & Memory, 2004
Rats were trained to search for a food reward hidden under sawdust in the center of a square-shaped enclosure designed to force orientation on the basis of the overall geometry of the environment. They were then tested in a number of enclosures differing in shape and in size (rectangular-, double-side square-, and equilateral triangle-shaped…
Descriptors: Geometric Concepts, Geometry, Animals, Spatial Ability
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Beamer, James E.; Fejfar, James L. – School Science and Mathematics, 1974
Imagine a wooden cube painted and cut into "unit cubes." A typical activity consists of predicting the number of unit cubes with exactly three faces painted, two faces painted, etc. This article presents extensions of this activity designed to help students develop analyzing abilities and powers to generalize. (JP)
Descriptors: Cognitive Processes, Elementary School Mathematics, Experiential Learning, Generalization
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Feinstein, Irwin K. – School Science and Mathematics, 1979
Numerous mathematical examples are presented which illustrate and raise questions about students' tendencies to overgeneralize. (BB)
Descriptors: Cognitive Processes, Concept Formation, Discovery Learning, Generalization