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Eeva S. H. Haataja; Anniina Koskinen-Salmia; Visajaani Salonen; Miika Toivanen; Markku S. Hannula – Educational Studies in Mathematics, 2025
Teacher gestures support mathematics learning and promote student collaboration. Aligned with speech, gestures can help students to notice the important visual information of geometry tasks. However, students' visual attention to the teacher's gestural cues during collaborative problem solving remains a largely unexplored field in mathematics…
Descriptors: Nonverbal Communication, Cues, Attention, Cooperative Learning
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Heyd-Metzuyanim, Einat; Haataja, Eeva S. H.; Hannula, Markku S.; Garcia Moreno-Esteva, Enrique – Instructional Science: An International Journal of the Learning Sciences, 2023
We present the analysis of an episode of mathematical problem solving in a group, where data came from multiple advanced recorders, including multiple video cameras, Smartpen recorders, and mobile eye tracking glasses. Analysis focused on a particular group that was ineffective in their problem-solving process. Relying on the commognitive theory…
Descriptors: Problem Solving, Eye Movements, Discourse Analysis, Geometric Concepts
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Palatnik, Alik; Koichu, Boris – For the Learning of Mathematics, 2015
The paper presents and analyses a sequence of events that preceded an insight solution to a challenging problem in the context of numerical sequences. A three­week long solution process by a pair of ninth­-grade students is analysed by means of the theory of shifts of attention. The goal for this article is to reveal the potential of this theory…
Descriptors: Attention, Grade 9, Attention Control, Educational Theories
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Palatnik, Alik; Koichu, Boris – North American Chapter of the International Group for the Psychology of Mathematics Education, 2014
The goal of the study was to reconstruct and dismantle a sequence of events that preceded an insight solution to a challenging problem by a ninth-grade student. A three-week long solution process was analysed by means of the theory of shifts of attention. We argue that concurrent focusing on what, how and why the student attends to when working on…
Descriptors: Grade 9, Mathematics Instruction, Teaching Methods, Problem Solving
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Lin, John Jr-Hung; Lin, Sunny S. J. – International Journal of Science and Mathematics Education, 2014
The present study investigated (a) whether the perceived cognitive load was different when geometry problems with various levels of configuration comprehension were solved and (b) whether eye movements in comprehending geometry problems showed sources of cognitive loads. In the first investigation, three characteristics of geometry configurations…
Descriptors: Cognitive Processes, Difficulty Level, Geometry, Comprehension