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Abstract Reasoning | 64 |
Deduction | 64 |
Logical Thinking | 36 |
Cognitive Processes | 31 |
Induction | 18 |
Thinking Skills | 15 |
Logic | 14 |
Problem Solving | 14 |
Cognitive Development | 13 |
Higher Education | 11 |
Age Differences | 9 |
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Cohen, L. Jonathan – Cognition, 1980
Kahneman and Tversky's critique of Cohen's position on adults' probability reasoning is not valid. If they think Baconian logic is normatively unsound, the onus is on them to explain why. It is valid and useful because nature itself is full of causal processes. (Author/RD)
Descriptors: Abstract Reasoning, Deduction, Hypothesis Testing, Logical Thinking

Largen, Robert G. – Journal of General Psychology, 1974
The ability of some individuals to understand self-embedded sentences, which occur when a sentence is placed within another sentence of a similar type by means of a relative clause, is shown to be related to their ability to reason with the use of the syllogistic form. (Author/KM)
Descriptors: Ability, Abstract Reasoning, Cognitive Processes, Deduction
Ward, Shawn L.; Overton, Willis F. – 1984
A study investigating developmental differences in the ability to reason with conditional propositions used five variations of Wason's selection task to assess conditional reasoning in 132 eighth, tenth, and twelfth grade adolescents. In addition to examining developmental differences, the study had as an objective to examine the role of semantic…
Descriptors: Abstract Reasoning, Adolescents, Age Differences, Cognitive Development

Braine, Martin D. S. – Psychological Review, 1978
Discusses problems in finding a place for logic in a model of reasoning and develops a conception of an overall model, one of whose components is strictly logical in nature. A new view of the logical function of "if-then" is proposed, then the logic is developed, and its relation to standard propositional logic is established. Also discusses…
Descriptors: Abstract Reasoning, Decoding (Reading), Deduction, Induction

Johnson, P. N.; And Others – British Journal of Psychology, 1972
Experiment to determine whether the use of realistic materials would improve performance in a deceptive reasoning problem. (Authors)
Descriptors: Abstract Reasoning, Data Analysis, Deduction, Logical Thinking

Klaczynski, Paul A.; Narasimham, Gayathri – Developmental Psychology, 1998
Three experiments examined the role of representations in adolescents' deductive reasoning. Findings indicated that, with age, conditional reasoning improved on tasks containing permission conditional relations; reasoning fallacies increased on tasks containing causal conditional relations. Valid conditional inferences were more common on problems…
Descriptors: Abstract Reasoning, Adolescents, Age Differences, Deduction
Munoz-Colberg, Magda – 1977
The logical foundations of deduction and induction are outlined to form the rules for the construction of a set of tests of reasoning ability. Both deduction and induction involve the derivation of a conclusion from a set of premises. Deductive logic uses syllogisms and is abstract. Inductive logic is both empirical and abstract. Although…
Descriptors: Abstract Reasoning, Cognitive Tests, Deduction, Induction

Steinberg, Esther R. – American Educational Research Journal, 1983
Two experiments were performed to determine whether practice on less complex problems, either smaller size or in familiar context, produces a strategy that transfers to similar but more complex problems. Practice on familiar problems was no more effective than practice on unfamiliar for transfer to another unfamiliar context for all sizes. (Author)
Descriptors: Abstract Reasoning, Computer Assisted Instruction, Deduction, Generalization
Engelen, Ron J. H.; And Others – 1987
This paper contains an elementary and short proof for the case that the underlying distribution function F is discrete, and then extends the result to the general F. In other proofs underlying iid sequences of random variables with continuous distributions are considered to be the "ideal" case. In this paper discretization of the underlying iid…
Descriptors: Abstract Reasoning, Algebra, Calculus, College Mathematics

Sternberg, Robert J. – Intelligence, 1986
The goal of this unified theory of human reasoning is to specify what constitutes reasoning and to characterize the psychological distinction between inductive and deductive reasoning. The theory views reasoning as the controlled and mediated application of three processes (encoding, comparison and selective combination) to inferential rules. (JAZ)
Descriptors: Abstract Reasoning, Cognitive Processes, Deduction, Encoding (Psychology)
Taplin, John E.; Staudenmayer, Herman – Journal of Verbal Learning and Verbal Behavior, 1973
Research supported by grants from the National Institute of Mental Health and the National Science Foundation. (DD)
Descriptors: Abstract Reasoning, Cognitive Processes, Comprehension, Content Analysis

Roberge, James J. – American Educational Research Journal, 1970
Descriptors: Abstract Reasoning, Cognitive Processes, Deduction, Grade 10
Singer, Murray; Ferreira, Fernanda – Journal of Verbal Learning and Verbal Behavior, 1983
A study examining readers' ability to infer consequences backward and forward from events described in stories is described. Results show that backward consequence inferences are more reliably drawn during the course of reading than forward consequence inferences. (MSE)
Descriptors: Abstract Reasoning, College Students, Deduction, Language Processing

Hoyles, Celia; Kuchemann, Dietmar – Educational Studies in Mathematics, 2002
Reports survey results on proof conceptions. Presents an overview of responses at the end of year 8 (age 13 years) and year 9 (age 14 years). Distinguishes three strategies--empirical, focused-empirical, and focused-deductive--that represent shifts in attention from an inductive to a deductive approach. Indicates some progress from year 8 to year…
Descriptors: Abstract Reasoning, Deduction, Foreign Countries, Mathematical Logic
Heindel, Patricia; Ward, Deanna – 1987
Deductive reasoning problems were presented to 72 public elementary school students, half of whom were identified as gifted (mean age of 9.6 years) and half of whom were regular education students (mean age of 9.3 years). They were used to test an hypothesis that gifted children who score significantly higher than average on standardized…
Descriptors: Abstract Reasoning, Age Differences, Cognitive Development, Cognitive Style