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Basir, Mochamad Abdul; Waluya, S. B.; Dwijanto; Isnarto – European Journal of Educational Research, 2022
Cognitive processes are procedures for using existing knowledge to combine it with new knowledge and make decisions based on that knowledge. This study aims to identify the cognitive structure of students during information processing based on the level of algebraic reasoning ability. This type of research is qualitative with exploratory methods.…
Descriptors: Cognitive Structures, Cognitive Processes, Algebra, Mathematical Logic
Engledowl, Christopher – ProQuest LLC, 2017
This study examined middle and secondary mathematics teachers' knowledge structures, informal inferential reasoning (IIR), and pedagogical content knowledge (PCK) for statistics. Using task-based clinical interviews (Goldin, 1997) and cross-case analysis (Creswell, 2013), a stratified purposeful sample (Patton, 2002) of nine teachers responded to…
Descriptors: Secondary School Teachers, Mathematics Teachers, Inferences, Abstract Reasoning
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Budiarto, Mega Teguh; Rahaju, Endah Budi; Hartono, Sugi – Educational Research and Reviews, 2017
This study aims to implement empirically students' abstraction with socio-cultural background of Indonesia. Abstraction is an activity that involves a vertical reorganization of previously constructed mathematics into a new mathematical structure. The principal components of the model are three dynamic nested epistemic actions: recognizing,…
Descriptors: Foreign Countries, Geometric Concepts, Abstract Reasoning, Recognition (Psychology)
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Johanes Pelamonia; Aloysius Duran Corebima – Journal of Baltic Science Education, 2015
A study had been conducted in qualitative design employing phenomenology approach to examine the cognitive basis and the semantic structure of phenomena based reasoning of lower secondary school students in Ambon. The data of the study were collected by using a test. Phenomena stimulus of science was given to the informants in the form of…
Descriptors: Secondary School Students, Foreign Countries, Cognitive Processes, Phenomenology
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Carrier, Jim – School Science and Mathematics, 2014
For many students, developing mathematical reasoning can prove to be challenging. Such difficulty may be explained by a deficit in the core understanding of many arithmetical concepts taught in early school years. Multiplicative reasoning is one such concept that produces an essential foundation upon which higher-level mathematical thinking skills…
Descriptors: Multiplication, Logical Thinking, Abstract Reasoning, Cognitive Structures
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Cen, Yonghua; Gan, Liren; Bai, Chen – Information Research: An International Electronic Journal, 2013
Introduction: The study seeks to answer two questions: How do university students learn to use correct strategies to conduct scholarly information searches without instructions? and, What are the differences in learning mechanisms between users at different cognitive levels? Method: Two groups of users, thirteen first year undergraduate students…
Descriptors: Undergraduate Students, College Freshmen, College Seniors, Search Strategies
Anderson, John R. – Oxford University Press, 2007
"The question for me is how can the human mind occur in the physical universe. We now know that the world is governed by physics. We now understand the way biology nestles comfortably within that. The issue is how will the mind do that as well."--Allen Newell, December 4, 1991, Carnegie Mellon University. The argument John Anderson gives…
Descriptors: Cognitive Processes, Cognitive Structures, Abstract Reasoning, Problem Solving
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van Drie, Jannet; van Boxtel, Carla – Educational Psychology Review, 2008
This article explores historical reasoning, an important activity in history learning. Based upon an extensive review of empirical literature on students' thinking and reasoning about history, a theoretical framework of historical reasoning is proposed. The framework consists of six components: asking historical questions, using sources,…
Descriptors: Educational Practices, History Instruction, Time Perspective, Cognitive Structures