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Johnson, Andrea; Moore, Julie A. – ETC: A Review of General Semantics, 1994
Presents a writing assignment from a class in general semantics in which students write about a personal application of general semantics. Presents a paper submitted by one student. (SR)
Descriptors: Higher Education, Problem Solving, Semantics, Student Writing Models
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Menefee, Emory – ETC: A Review of General Semantics, 1987
Discusses critical thinking as the process of moving fluently among abstraction levels. Defines three components involved in fluency of movement: (1) knowledge, or an awareness of the existence of abstraction levels; (2) payoff, or the reason for acquiring fluency; and (3) timing, or a consciousness of abstraction levels at a given time and place.…
Descriptors: Abstract Reasoning, Cognitive Ability, Cognitive Processes, Concept Formation
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Boyle, Ronald – ELT Journal, 1996
Describes an algorithm that can be used for the construction of an oral presentation. The article suggests how nonnative English-speaking students can be taught to make their presentations more cohesive and to evaluate their cohesiveness with the help of video recordings. (21 references) (Author/CK)
Descriptors: Algorithms, College Students, English for Academic Purposes, Models
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Paltridge, Brian – System, 1995
Describes an approach to genre analysis that aims to complement existing descriptions of genres by focusing on semantic relationships between structural elements in texts. The article presents the theoretical background to the approach and then describes an example of its application within the context of the language-learning classroom. (45…
Descriptors: Class Activities, Classroom Environment, Discourse Analysis, Learning Strategies
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McKenzie, William S. – Ontario Mathematics Gazette, 1990
Presents two cognitive models that illustrate the commonalities between reading for meaning and solving mathematical problems with meaning. Discusses the importance of number sense in the prior knowledge component of the solving with meaning model and the implications of the models in teaching mathematics. (MDH)
Descriptors: Cognitive Development, Cognitive Processes, Cognitive Structures, Elementary Secondary Education