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Ambridge, Ben – First Language, 2020
In this response to commentators, I agree with those who suggested that the distinction between exemplar- and abstraction-based accounts is something of a false dichotomy and therefore move to an abstractions-made-of-exemplars account under which (a) we store all the exemplars that we hear (subject to attention, decay, interference, etc.) but (b)…
Descriptors: Language Acquisition, Syntax, Computational Linguistics, Language Research
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Messenger, Katherine; Hardy, Sophie M.; Coumel, Marion – First Language, 2020
The authors argue that Ambridge's radical exemplar account of language cannot clearly explain all syntactic priming evidence, such as inverse preference effects ("greater" priming for less frequent structures), and the contrast between short-lived lexical boost and long-lived abstract priming. Moreover, without recourse to a level of…
Descriptors: Language Acquisition, Syntax, Priming, Criticism
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Gifford, Julian D.; Finkelstein, Noah D. – Physical Review Physics Education Research, 2020
We present a framework designed to help categorize various sense making moves, allowing for greater specificity in describing and understanding student reasoning and also in the development of curriculum to support this reasoning. The framework disaggregates between the mechanisms of student reasoning (the cognitive "tool" that they are…
Descriptors: Mathematics Skills, Problem Solving, Physics, Thinking Skills
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Giselsson, Kristi – International Journal for the Scholarship of Teaching and Learning, 2020
Critical thinking is a core skill within tertiary education, traditionally relying on such principles as logic and truth. Relativistic pedagogical frameworks, such as critical literacy, however, have become increasingly widespread within all levels of education and call into question such principles. In order to ascertain whether critical thinking…
Descriptors: Critical Thinking, Critical Literacy, Student Evaluation, College Students
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Alyson E. Lischka; D. Christopher Stephens – Mathematics Teacher: Learning and Teaching PK-12, 2020
By using high-leverage models to connect student learning experiences to overarching concepts in mathematics, teachers can anchor learning in ways that allow students to make sense of content on the basis of their own prior experiences. A rectangular area model can be used as a tool for understanding problems that involve multiplicative reasoning.…
Descriptors: Mathematics Instruction, Teaching Methods, Mathematics Curriculum, Learning Experience
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Yun Dai; Ziyan Lin; Ang Liu; Wenlan Wang – British Journal of Educational Technology, 2024
While AI has become more prevalent in our society than ever, many young learners are found holding various naive, erroneous conceptions of AI due to the influence of their technology and media environments. To address this issue, this study seeks to propose a novel pedagogical solution to improve upper-elementary school students' scientific…
Descriptors: Artificial Intelligence, Technology Uses in Education, Elementary Education, Elementary School Students
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Ruth Beatty; Colinda Clyne; Leslie-Anne Muma; Jennifer Parkinson; Bonnie Sears – Canadian Journal of Science, Mathematics and Technology Education, 2024
In this study, a research team made up of Métis artists and knowledge keepers, Anishinaabe and non-Indigenous educators, and a non-Indigenous university mathematics education researcher co-designed and delivered an Indigenous cultural mathematical inquiry in a Grade 5 classroom. We explored the connections between loom bead designs and…
Descriptors: Foreign Countries, Indigenous Knowledge, Indigenous Populations, Elementary School Curriculum
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Barnett, Ronald; Bengtsen, Søren – Education Sciences, 2017
This paper examines the relation between epistemology and higher education. We shall start by briefly examining three classical texts on the understanding of knowledge at universities, as well as noting some others, and go on to sketch a version of our own. Our argument is as follows: the world is such that the relationship between the university…
Descriptors: Epistemology, Higher Education, Universities, Abstract Reasoning
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Brown, Stacy A. – International Journal of Research in Undergraduate Mathematics Education, 2017
Drawing on prior research on indirect proof, this paper reports on a series of exploratory studies that examine the extent to which findings on students' ways of reasoning about contradiction and contraposition characterize students' views of indirect existence proofs. Specifically, Study 1 documents students' comparative selections and selection…
Descriptors: Mathematical Logic, Abstract Reasoning, Logical Thinking, Concept Formation
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Fyfe, Emily R.; Nathan, Mitchell J. – Educational Review, 2019
To promote learning and transfer of abstract ideas, contemporary theories advocate that teachers and learners make explicit connections between concrete representations and the abstract ideas they are intended to represent. "Concreteness fading" is a theory of instruction that offers a solution for making these connections. As originally…
Descriptors: Transfer of Training, Learning Processes, Abstract Reasoning, Cognitive Development
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Zohar, Asnat R.; Levy, Sharona T. – Journal of Research in Science Teaching, 2019
This article concerns a lacuna in chemistry students' reasoning about chemical bonding. Although chemistry students are familiar with the charges that make up the atom--both positive and negative--they refer only to the attraction between unlike charges. Specifically, they ignore the repulsion between the positive nuclei. We named this disregard…
Descriptors: Chemistry, Science Instruction, Thinking Skills, Scientific Concepts
Guerrero, Tricia A.; Wiley, Jennifer – Grantee Submission, 2018
Learning from expository science texts is challenging. These studies explore whether difficulties can be attributed to poor memory or poor reasoning. To eliminate the need for memory during testing, some students took the tests with the texts available. To test for the effects of reasoning on performance, some students were prompted to engage in…
Descriptors: Reading Comprehension, Abstract Reasoning, Inferences, Undergraduate Students
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Sbaraglia, Marco; Lodi, Michael; Martini, Simone – Informatics in Education, 2021
Introductory programming courses (CS1) are difficult for novices. Inspired by "Problem solving followed by instruction" and "Productive Failure" approaches, we define an original "necessity-driven" learning design. Students are put in an apparently well-known situation, but this time they miss an essential ingredient…
Descriptors: Programming, Introductory Courses, Computer Science Education, Programming Languages
Seah, Rebecca; Horne, Marj – Mathematics Education Research Group of Australasia, 2021
As a multifaceted concept, the learning of angle concepts takes years to achieve and is beset with challenges. This paper explores how the processes of constructing and validating a learning progression in geometric reasoning can be used to generate targeted teaching advice to support the learning of angle concept. Data from 1090 Year 4 to Year 10…
Descriptors: Geometry, Geometric Concepts, Learning Processes, Mathematics Instruction
Halil Ibrahim Tasova – ProQuest LLC, 2021
In this dissertation study, I report on six middle school students' construction and interpretation of graphs and associated dynamic situations. Constructing and interpreting graphs represents a critical moment in middle school mathematics due to its opportunity to provide a powerful foundation for learning. Nevertheless, researchers have…
Descriptors: Middle School Mathematics, Middle School Students, Middle School Teachers, Mathematics Instruction
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