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Kirankumar, Veena; Sung, Hanall; Swart, Michael; Kim, Doy; Xia, Fangli; Kwon, Oh Hoon; Nathan, Mitchell; Walkington, Candace – Grantee Submission, 2021
This study looks at how students embody their ideas about geometry conjectures and how those ideas travel within and between student groups. In one classroom of a Title 1 high school, students participated in a three-part program in which they: (1) played "The Hidden Village," a motion-capture video game where they assess the veracity of…
Descriptors: Geometry, Mathematics Instruction, High School Students, Video Games
Swart, Michael I.; Schenck, Kelsey E.; Xia, Fangli; Kwon, Oh Hoon; Nathan, Mitchell J.; Vinsonhaler, Rebecca; Walkington, Candace – Grantee Submission, 2020
Proof, though central to mathematical practice, is rarely explored through the lens of embodiment because of the centrality of abstraction and generalization. We use the case of a high school geometry student to investigate two research questions: (1) How do embodied processes facilitate mathematical learning? (2) How can generalized mathematical…
Descriptors: Video Games, Mathematics Skills, Geometry, Mathematics Instruction
Walkington, Candace; Chelule, Geoffrey; Woods, Dawn; Nathan, Mitchell J. – Grantee Submission, 2018
Gestures have been shown to play a key role in mathematical reasoning and be an indicator that mathematical reasoning is "embodied" -- inexorably linked to action, perception, and the physical body. Theories of extended cognition accentuate looking beyond the body and mind of an individual, thus here we examine how gestural embodied…
Descriptors: Nonverbal Communication, Mathematical Logic, Cognitive Processes, Geometry
Nathan, Mitchell; Walkington, Candace; Swart, Michael – Grantee Submission, 2021
Findings synthesized across five empirical laboratory- and classroom-based studies of high school and college students engaged in geometric reasoning and proof production during single- and multi-session investigations (346 participants overall) are presented. The findings converge on several design principles for computer technologies to support…
Descriptors: Geometry, Mathematics Instruction, High School Students, Undergraduate Students
Walkington, Candace – Grantee Submission, 2020
This paper responds to a 2016 systematic literature review of the research on learning games by Ke (2016). The review paper unpacked the idea of intrinsic integration in learning games, analyzing important emergent themes. The key ideas and the value of this review are discussed in the context of the recent shift to virtual instruction. The…
Descriptors: Educational Games, Teaching Methods, Educational Technology, Technology Uses in Education
Walkington, Candace; Wang, Min; Nathan, Mitchell J. – Grantee Submission, 2019
Collaborative gestures in the mathematics classroom occur when multiple learners coordinate their bodies in concert to accomplish mathematical goals. Collaborative gestures show how cognition becomes distributed across a system of dynamic agents, allowing for members of groups of students to act and gesture as one. We explore ways high school…
Descriptors: Nonverbal Communication, High School Students, Video Games, Grade 9
Swart, Michael I.; Schenck, Kelsey E.; Xia, Fangli; Kim, Doy; Kwon, Oh Hoon; Nathan, Mitchell J.; Walkington, Candace – Grantee Submission, 2020
The Hidden Village (THV) is a motion-capture video game for investigating how physical movements foster mathematical thinking and proof practices based on principles of embodied cognition. Analysis of the interactions of students in an all-Limited English Proficiency Title 1 high school geometry classroom revealed ways simulated enactment and…
Descriptors: Geometry, Mathematics Instruction, Thinking Skills, Validity
Nathan, Mitchell J.; Walkington, Candace – Grantee Submission, 2017
We develop a theory of grounded and embodied mathematical cognition (GEMC) that draws on action-cognition transduction for advancing understanding of how the body can support mathematical reasoning. GEMC proposes that participants' actions serve as inputs capable of driving the cognition-action system toward associated cognitive states. This…
Descriptors: Mathematics Instruction, Mathematical Logic, Cognitive Processes, Logical Thinking
Walkington, Candace; Nathan, Mitchell J.; Woods, Dawn M. – North American Chapter of the International Group for the Psychology of Mathematics Education, 2017
Research in mathematics education has established that gestures--spontaneous movements of the hand that accompany speech--are important for learning. In the present study, we examine how students use gestures to communicate with each other while proving geometric conjectures, arguing that this communication represents an example of extended…
Descriptors: Mathematics Instruction, Nonverbal Communication, Teaching Methods, Geometry