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Worsley, Marcelo – Information and Learning Sciences, 2021
Purpose: This paper aims to compare two types of prompts, encouraging participants to think about real-world examples or engineering principles to show how these two approaches can result in vastly different design practices. Design/methodology/approach: Two studies (N = 20, N = 40) examine the impact of two different prompts. Non-expert students,…
Descriptors: Creative Activities, Creativity, Evaluation Methods, Comparative Analysis
Siemon, Dianne; Callingham, Rosemary; Day, Lorraine – Mathematics Education Research Group of Australasia, 2021
The capacity to recognise, represent, and reason about relationships between different quantities, that is, to think multiplicatively, has long been recognised as critical to success in school mathematics in the middle years and beyond. Building on recent research that found a strong link between multiplicative thinking and algebraic, geometrical,…
Descriptors: Multiplication, Thinking Skills, Mathematics Achievement, Correlation
Lee, Yoonhee N.; Zhu, Meina – Computers in the Schools, 2022
Digital Game Based Learning (DGBL) was considered as an effective way to engage learners and enhance learning performance. This case study demonstrates a design case that uses DGBL to support writing practices using student-centered pedagogy in K-12 education. Minecraft is used as a tool of transferring students' imagination and abstract design to…
Descriptors: Video Technology, Computer Games, Game Based Learning, Learner Engagement
Finke, Sabrina; Kemény, Ferenc; Sommer, Markus; Krnjic, Vesna; Arendasy, Martin; Slany, Wolfgang; Landerl, Karin – Computer Science Education, 2022
Background: Key to optimizing Computational Thinking (CT) instruction is a precise understanding of the underlying cognitive skills. Román-González et al. (2017) reported unique contributions of spatial abilities and reasoning, whereas arithmetic was not significantly related to CT. Disentangling the influence of spatial and numerical skills on CT…
Descriptors: Spatial Ability, Cognitive Ability, Abstract Reasoning, Arithmetic
Wawro, Megan; Watson, Kevin; Zandieh, Michelle – ZDM: The International Journal on Mathematics Education, 2019
To contribute to the sparse educational research on student understanding of eigenspace, we investigated how students reason about linear combinations of eigenvectors. We present results from student reasoning on two written multiple-choice questions with open-ended justifications involving linear combinations of eigenvectors in which the…
Descriptors: Mathematics Instruction, Mathematical Logic, Multiple Choice Tests, Abstract Reasoning
Pilotti, Maura A. E.; Aamir, Siddiqua; Al Ghazo, Runna; Al Kuhayli, Halah Abdulaziz – International Journal of Teaching and Learning in Higher Education, 2019
The main aim of the present investigation was to examine conditional reasoning skills in college students whose educational past had emphasized verbatim learning. A successive independent-samples design was utilized to explore the effects of instruction that explicitly targeted critical thinking principles in either freshman students or…
Descriptors: Abstract Reasoning, Thinking Skills, Prior Learning, Cognitive Processes
Tan, Wee Lum; Venema, Sven – International Association for Development of the Information Society, 2019
One of the challenges that commencing university students in computing degree programs face is the difficulty in engaging with the abstract and complicated theories in the computing discipline. In particular, it is hard for beginner computer architecture students to visualise the link between the theory of digital logic and the behaviour of the…
Descriptors: Logical Thinking, Computer Science Education, Introductory Courses, Correlation
Jones, Steven R.; Watson, Kevin L. – International Journal of Research in Undergraduate Mathematics Education, 2018
The derivative framework described by Zandieh (2000) has been an important tool in calculus education research, and many researchers have revisited the framework to elaborate on it, extend it, or refine certain aspects of it. We continue this process by using the framework to put forward a suggestion on what might constitute a "target…
Descriptors: Undergraduate Students, Mathematics Instruction, Calculus, Educational Research
Schuler, Kathryn D.; Kodner, Jordan; Caplan, Spencer – First Language, 2020
In 'Against Stored Abstractions,' Ambridge uses neural and computational evidence to make his case against abstract representations. He argues that storing only exemplars is more parsimonious -- why bother with abstraction when exemplar models with on-the-fly calculation can do everything abstracting models can and more -- and implies that his…
Descriptors: Language Processing, Language Acquisition, Computational Linguistics, Linguistic Theory
Powell, Sarah R.; Berry, Katherine A.; Barnes, Marcia A. – ZDM: The International Journal on Mathematics Education, 2020
Students in the elementary grades often experience difficulty setting up and solving word problems. Using an equation to represent the structure of the problem serves as an effective tool for solving word problems, but students may require specific pre-algebraic reasoning instruction about the equal sign as a relational symbol to set up and solve…
Descriptors: Grade 3, Mathematics Instruction, Elementary School Students, Difficulty Level
Funge, Simon P.; Crutchfield, Rashida M.; Jennings, Lisa K. – Journal of Social Work Education, 2020
A national survey of social work educators teaching in CSWE-accredited social work education programs in the United States was conducted to explore their perceptions about integrating social justice content into their teaching. A content analysis of written commentary provided by 139 educators revealed four key areas relevant to their efforts: (a)…
Descriptors: Social Work, Counselor Training, Social Justice, Barriers
Wenmin Zhao – ProQuest LLC, 2020
Research on mathematical modeling is growing rapidly in the field of mathematics education, and there are numerous benefits of engaging students in modeling activities. However, mathematical modeling is still marginalized in mathematics instruction. In order to understand the challenges and obstacles secondary teachers face to incorporate modeling…
Descriptors: Secondary School Teachers, Teacher Attitudes, Mathematics Teachers, Abstract Reasoning
Azeneth Patiño; María Soledad Ramírez-Montoya; Gerardo Ibarra-Vazquez – Contemporary Educational Technology, 2023
Complex thinking is a desired competency in 21st-century university students, so technology-based teaching and learning strategies must be carefully considered when training them in complex reasoning skills. This systematic review aims to map research on the use of teaching and learning strategies supported by technology to enhance complex…
Descriptors: Educational Trends, Technology Uses in Education, Higher Education, Thinking Skills
Von Bergen, C. W.; Bressler, Martin S. – Administrative Issues Journal: Connecting Education, Practice, and Research, 2017
Recent discussions of leadership paradoxes have suggested that managers who can hold seemingly opposed, yet interrelated perspectives, are more adaptive and effective. One such paradox that has received relatively little attention is the "Stockdale Paradox," named after Admiral James Stockdale, an American naval officer who was held…
Descriptors: Leadership, Logical Thinking, Positive Attitudes, Resilience (Psychology)
Waldorf, Manuel; Pruß, Linda; Wiedl, Karl H. – Journal of Cognitive Education and Psychology, 2017
Impaired insight is common in schizophrenia. Etiological models focusing on single determinants have not succeeded in explaining insight deficits. More complex models seem promising. This study tests Startup's (1996) model of insight and cognition, predicting a curvilinear relationship and specific insight-cognition configurations. Patients with…
Descriptors: Schizophrenia, Etiology, Abstract Reasoning, Cognitive Ability