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Rachel Carter Poirier – ProQuest LLC, 2023
Reading is a fascinating cognitive process through which individuals perceive arbitrary symbols on a page and turn them into vivid mental representations of text. Most available evidence supports an embodied explanation for how readers are capable of such representations--they recruit supralinguistic brain regions in order to mentally simulate the…
Descriptors: Figurative Language, Reading Comprehension, Reading Processes, Reading Strategies
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Rafner, Janet; Wang, Qian Janice; Gadjacz, Miroslav; Badts, Thomas; Baker, Brendan; Bergenholtz, Carsten; Biskjaer, Michael Mose; Bui, Thomas; Carugati, Andrea; De Cibeins, Matthieu; Noy, Lior; Rahimi, Seyedahmad; Tylén, Kristian; Zana, Blanka; Beaty, Roger E.; Sherson, Jacob – Creativity Research Journal, 2023
For decades, researchers have struggled with measurement problems related to the "construct validity" of divergent and convergent thinking in creativity assessments. In response, some have called for battery-based approaches. Recently, digital games have emerged as a potential alternative, offering increased "scalability" and…
Descriptors: College Students, Creativity Tests, Nonverbal Tests, Abstract Reasoning
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Henry Markovits; Valerie A. Thompson – Journal of Experimental Psychology: Learning, Memory, and Cognition, 2023
Mental model (Johnson-Laird, 2001) and probabilistic theories (Oaksford & Chater, 2009) claim to provide distinct explanations of human reasoning. However, the dual strategy model of reasoning suggests that this distinction corresponds to different reasoning strategies, termed "counterexample" and "statistical,"…
Descriptors: Abstract Reasoning, Thinking Skills, Learning Strategies, Logical Thinking
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Irma E. Stevens – North American Chapter of the International Group for the Psychology of Mathematics Education, 2023
Researchers have recommended using tasks that support students in reasoning covariationally to build productive meanings for graphs, rates of change, exponential growth, and more. However, not many recent studies have been done to identify how students reason when engaging in covariational reasoning tasks in undergraduate precalculus courses. In…
Descriptors: Undergraduate Students, College Mathematics, Calculus, Graphs
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Karen Zwanch; Sarah Kerrigan – North American Chapter of the International Group for the Psychology of Mathematics Education, 2023
Units coordination, defined by Steffe (1992) as the mental distribution of one composite unit (i.e., a unit of units) "over the elements of another composite unit" (p. 264) is a powerful tool for modeling students' mathematical thinking in the context of whole number and fractional reasoning. This paper proposes extending the idea of a…
Descriptors: Middle School Mathematics, Middle School Students, Algebra, Mathematics Skills
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Kilicoglu, Elif; Kaplan, Abdullah – Athens Journal of Education, 2022
In this study, it was investigated whether it would be possible to observe abstraction processes of secondary school 7th graders using the Revised Bloom's Taxonomy. For this purpose, eight students participated in the study. The study was conducted at a state secondary school in Turkey. Purposeful sampling method was used in the selection of…
Descriptors: Secondary School Students, Grade 7, Mathematics Skills, Abstract Reasoning
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Ahmed, Ayesha; Howe, Christine; Major, Louis; Hennessy, Sara; Mercer, Neil; Warwick, Paul – International Journal of Research & Method in Education, 2022
As part of an investigation into the relationship between classroom dialogue and student outcome, a test of reasoning has been developed that is suitable for preadolescents (i.e. c.10-13-year-olds). Building on previous work but expanding this considerably, the test focuses upon four areas of reasoning: differentiation of facts from opinions,…
Descriptors: Preadolescents, Foreign Countries, Abstract Reasoning, Logical Thinking
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Khatin-Zadeh, Omid; Farsani, Danyal; Yazdani-Fazlabadi, Babak – Cogent Education, 2022
In this article, we discuss the process of understanding continuity, which is one of the most fundamental concepts in mathematics. The continuity of mathematical functions is formally defined in terms of abstract symbols and operations. This representation of continuity is very abstract or dis-embodied. Therefore, it is difficult to acquire a…
Descriptors: Mathematical Concepts, Mathematics, Symbols (Mathematics), Concept Formation
Kelly Boden – ProQuest LLC, 2022
Instruction facilitating the abstraction and transfer processes necessary for deep conceptual understanding is notoriously difficult. Individual differences in learning strategies are one possible explanation for variation in transfer outcomes. Prior work has shown that rule-abstraction learning strategies facilitate knowledge transfer better than…
Descriptors: Learning Strategies, Technology Transfer, Priming, Communication (Thought Transfer)
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Hee-Sun Lee; Gey-Hong Gweon; Aubree Webb; Dan Damelin; Chad Dorsey – Science Education, 2024
This study addresses the measurement of high school students' epistemic knowledge associated with scientific experimentation (EKSE) which concerns "how" scientific experimentation generates knowledge and "why" that knowledge is justified. Based on philosophical, educational standards, and literature analyses, an EKSE construct…
Descriptors: Knowledge Level, Science Experiments, High School Students, Thinking Skills
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Anna Ida Säfström; Johan Lithner; Torulf Palm; Björn Palmberg; Johan Sidenvall; Catarina Andersson; Erika Boström; Carina Granberg – Educational Studies in Mathematics, 2024
It is well-known that a key to promoting students' mathematics learning is to provide opportunities for problem solving and reasoning, but also that maintaining such opportunities in student-teacher interaction is challenging for teachers. In particular, teachers need support for identifying students' specific difficulties, in order to select…
Descriptors: Elementary School Students, Secondary School Students, Mathematics Instruction, Problem Solving
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Ayça K. Fackler; Daniel K. Capps – International Journal of Science Education, 2024
The literature on scientific modelling practices in science education has provided a fruitful discussion on how learners tend to view models vs. how and what they should think about them. One approach is to teach students that models are abstractions so that they do not view them as a copy of phenomena they represent. Although teaching students…
Descriptors: Science Education, Scientific Concepts, Models, Science Instruction
Macy Jenette Bennett – ProQuest LLC, 2024
Clinical judgment is a priority nursing skill to ensure the delivery of safe and effective nursing care. New graduate nurses lack the clinical judgment skills that are necessary for entry-level nursing practice. Nurse educators must therefore implement teaching strategies that foster clinical judgment. This study evaluated the clinical judgment of…
Descriptors: Undergraduate Students, Nursing Students, Nursing Education, Multimedia Instruction
Vesife Hatisaru; Julia Collins; Steven Richardson; Constantine Lozanovski – Mathematics Education Research Group of Australasia, 2024
Whilst educational goals in recent years for mathematics education are foregrounded the development of mathematical competencies, little is known about mathematics teachers' competencies. In this study, a group of practising teachers were asked to solve an algebra problem, and their solutions were analysed to determine the competencies apparent…
Descriptors: Mathematics Teachers, Mathematics Instruction, Pedagogical Content Knowledge, Problem Solving
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Abu-Ghalyoun, Omar – Educational Studies in Mathematics, 2021
Past studies have documented some pre-service teachers' (PSTs) difficulties in reasoning about sampling variability. This study adds to the body of literature by investigating the ideas that PSTs employ in reasoning about sampling variability, and by conjecturing what is behind the difficulties especially during the contextuality episodes. This…
Descriptors: Preservice Teachers, Abstract Reasoning, Sampling, Statistics Education
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