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Showing 1 to 15 of 21 results Save | Export
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Uegatani, Yusuke; Otani, Hiroki – Mathematics Education Research Journal, 2021
The purpose of this paper is to propose a new ontology of reasons for inferentialism. The existing inferentialist approach to mathematics education has a methodological challenge in retrospective analysis and a noncollaborative issue stems from a narrow view of learning. The proposed ontology, built on a radical interpretation of the…
Descriptors: Mathematics Education, Inferences, Observation, Logical Thinking
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Taverna, Andrea S.; Padilla, Migdalia I.; Baiocchi, María C.; Peralta, Olga A. – European Journal of Psychology of Education, 2021
Although there is wide evidence on young children's category learning, questions concerning how cognitive mechanisms and social mediation work collaboratively in this process remain sparse. Here, we study the impact of pedagogy in young children's categorization of novel artifacts. A before-and-after micro-genetic study compared 58 3-year-old…
Descriptors: Toddlers, Learning Processes, Cues, Logical Thinking
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Gallegos-Cázares, Leticia; Flores-Camacho, Fernando; Calderón-Canales, Elena – Education Sciences, 2021
The purpose of this article is to present an analysis to identify the reasoning processes and representations that preschool students develop about sound based on the inferential-representational approach. Participants were 18 preschool students between the ages of four and five attending three rural schools located in the Sierra Norte of Puebla,…
Descriptors: Preschool Children, Logical Thinking, Acoustics, Rural Schools
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Gray, Maureen E.; Holyoak, Keith J. – Mind, Brain, and Education, 2021
Analogy is a powerful tool for fostering conceptual understanding and transfer in STEM and other fields. Well-constructed analogical comparisons focus attention on the causal-relational structure of STEM concepts, and provide a powerful capability to draw inferences based on a well-understood source domain that can be applied to a novel target…
Descriptors: Logical Thinking, Instructional Effectiveness, Theory Practice Relationship, STEM Education
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Watts, Field M.; Schmidt-McCormack, Jennifer A.; Wilhelm, Catherine A.; Karlin, Ashley; Sattar, Atia; Thompson, Barry C.; Gere, Anne Ruggles; Shultz, Ginger V. – Chemistry Education Research and Practice, 2020
Learning to reason through organic reaction mechanisms is challenging for students because of the volume of reactions covered in introductory organic chemistry and the complexity of conceptual knowledge and reasoning skills required to develop meaningful understanding. However, understanding reaction mechanisms is valuable for students because…
Descriptors: Organic Chemistry, Content Area Writing, Writing Assignments, Teaching Methods
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Rodriguez, Jon-Marc G.; Stricker, Avery R.; Becker, Nicole M. – Chemistry Education Research and Practice, 2020
Explanations of phenomena in chemistry are grounded in discussions of particulate-level behavior, but there are limitations to focusing on single particles, or as an extension, viewing a group of particles as displaying uniform behavior. More sophisticated models of physical processes evoke considerations related to the dynamic nature of bulk…
Descriptors: Science Instruction, Chemistry, Undergraduate Students, College Science
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Dawkins, Paul Christian; Roh, Kyeong Hah; Eckman, Derek; Cho, Young Kee – North American Chapter of the International Group for the Psychology of Mathematics Education, 2021
This report documents how one undergraduate student used set-based reasoning to reinvent logical principles related to conditional statements and their proofs. This learning occurred in a teaching experiment intended to foster abstraction of these logical relationships by comparing the predicate and inference structures among various proofs (in…
Descriptors: Mathematics Instruction, Validity, Mathematical Logic, Learning Trajectories
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Schindler, Maike; Hußmann, Stephan; Nilsson, Per; Bakker, Arthur – Mathematics Education Research Journal, 2017
Negative numbers are among the first formalizations students encounter in their mathematics learning that clearly differ from out-of-school experiences. What has not sufficiently been addressed in previous research is the question of how students draw on their prior experiences when reasoning on negative numbers and how they infer from these…
Descriptors: Grade 6, Mathematics Education, Inferences, Mathematical Logic
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Blokpoel, Mark; Wareham, Todd; Haselager, Pim; Toni, Ivan; van Rooij, Iris – Journal of Problem Solving, 2018
The ability to generate novel hypotheses is an important problem-solving capacity of humans. This ability is vital for making sense of the complex and unfamiliar world we live in. Often, this capacity is characterized as an inference to the best explanation--selecting the "best" explanation from a given set of candidate hypotheses.…
Descriptors: Hypothesis Testing, Logical Thinking, Inferences, Computation
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Inzunsa Cazares, Santiago – North American Chapter of the International Group for the Psychology of Mathematics Education, 2016
This article presents the results of a qualitative research with a group of 15 university students of social sciences on informal inferential reasoning developed in a computer environment on concepts involved in the confidence intervals. The results indicate that students developed a correct reasoning about sampling variability and visualized…
Descriptors: Qualitative Research, College Students, Inferences, Logical Thinking
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Gelman, Susan A.; Davidson, Natalie S. – Cognitive Psychology, 2013
One important function of categories is to permit rich inductive inferences. Prior work shows that children use category labels to guide their inductive inferences. However, there are competing theories to explain this phenomenon, differing in the roles attributed to conceptual information vs. perceptual similarity. Seven experiments with 4- to…
Descriptors: Logical Thinking, Preschool Children, Inferences, Classification
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Griffiths, Oren; Hayes, Brett K.; Newell, Ben R. – Journal of Experimental Psychology: Learning, Memory, and Cognition, 2012
Previous research has suggested that when feature inferences have to be made about an instance whose category membership is uncertain, feature-based inductive reasoning is used to the exclusion of category-based induction. These results contrast with the observation that people can and do use category-based induction when category membership is…
Descriptors: Logical Thinking, Classification, Inferences, Concept Formation
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Butler, Lucas P.; Markman, Ellen M. – Child Development, 2012
Children are judicious social learners. They may be particularly sensitive to communicative actions done pedagogically for their benefit, as such actions may mark important, generalizable information. Three experiments (N = 224) found striking differences in preschoolers' inductive generalization and exploration of a novel functional property,…
Descriptors: Logical Thinking, Evidence, Cues, Inferences
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Libarkin, Julie C.; Schneps, Matthew H. – International Electronic Journal of Elementary Education, 2012
We report on interviews conducted with twenty-one elementary school children (grades 1-5) about a number of Earth science concepts. These interviews were undertaken as part of a teacher training video series designed specifically to assist elementary teachers in learning essential ideas in Earth science. As such, children were interviewed about a…
Descriptors: Earth Science, Elementary School Students, Scientific Concepts, Abstract Reasoning
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Trumpower, David L. – Mathematical Thinking and Learning: An International Journal, 2013
Students' informal inferential reasoning (IIR) is often inconsistent with the normative logic underlying formal statistical methods such as Analysis of Variance (ANOVA), even after instruction. In two experiments reported here, student's IIR was assessed using an intuitive ANOVA task at the beginning and end of a statistics course. In both…
Descriptors: Statistical Analysis, Intuition, Inferences, Thinking Skills
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