北京雁栖湖应用数学研究院 北京雁栖湖应用数学研究院

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关于我们
院长致辞
理事会
协作机构
参观来访
人员
管理层
科研人员
博士后
来访学者
行政团队
学术研究
研究团队
公开课
讨论班
招生招聘
教研人员
博士后
学生
会议
学术会议
工作坊
论坛
学院生活
住宿
交通
配套设施
周边旅游
新闻
新闻动态
通知公告
资料下载
清华大学 "求真书院"
清华大学丘成桐数学科学中心
清华三亚国际数学论坛
上海数学与交叉学科研究院
BIMSA > Embodied Learning in XR Technologies applied to Mathematics \(ICBS\)
Embodied Learning in XR Technologies applied to Mathematics
This course offers a comprehensive examination of the concept of embodiment, emphasizing its application within the domain of mathematics, particularly as it intersects with the rapidly evolving field of extended reality (XR) immersive environments.
Grounded in both philosophical and neuroscientific perspectives, the course investigates the intricate ways in which physical interaction with digital environments influences cognitive processes, specifically in the areas of learning and memory retention. By engaging with the theoretical underpinnings of embodiment, students will explore how embodied cognition contributes to mathematical reasoning and problem-solving. The curriculum is designed to bridge the gap between abstract mathematical concepts and tangible, immersive experiences, thereby providing students with a deeper understanding of how embodied practices can enhance cognitive performance in mathematical contexts. This course offers a comprehensive examination of the concept of embodiment, emphasizing its application within the domain of mathematics, particularly as it intersects with the rapidly evolving field of extended reality (XR) immersive environments. Grounded in both philosophical and neuroscientific perspectives, the course investigates the intricate ways in which physical interaction with digital environments influences cognitive processes, specifically in the areas of learning and memory retention. By engaging with the theoretical underpinnings of embodiment, students will explore how embodied cognition contributes to mathematical reasoning and problem-solving.
The curriculum is designed to bridge the gap between abstract mathematical concepts and tangible, immersive experiences, thereby providing students with a deeper understanding of how embodied practices can enhance cognitive performance in mathematical contexts.
The course structure integrates the study of the sensory-motor systems that underlie embodied experiences, drawing on empirical studies that link bodily states to cognitive processes. Through a detailed exploration of case studies and theoretical models, students will gain insights into how physical engagement within XR environments can facilitate a more intuitive grasp of complex mathematical ideas. The course also critically examines the role of serious games digital environments designed for educational purposes in fostering enhanced learning outcomes. These serious games, which are increasingly employed in educational settings, offer a unique platform for examining the efficacy of embodied learning strategies in promoting sustained cognitive engagement and improved educational performance.
Professor Lars Aake Andersson
讲师
艾内尔·勒纳
日期
2024年10月08日 至 12月25日
位置
Weekday Time Venue Online ID Password
周二,周三 09:50 - 11:25 Online ZOOM A 388 528 9728 BIMSA
课程大纲
Course Structure:
Chapter 1: Introduction to Embodiment
Chapter 2: Memory Retention and Embodiment
Chapter 3: Embodiment in Mathematics
Chapter 4: Applications of Embodiment in Geometry and XR Technologies
Chapter 5: Avatars in Virtual Environments
Chapter 6: Serious Games and Their Role in Education
听众
Undergraduate , Advanced Undergraduate , Graduate , 博士后 , Researcher
视频公开
公开
笔记公开
公开
语言
英文
讲师介绍
France-Ainel Lerner obtained her Ph.D. in Art and Science from the University of Liège, under the supervision of Steven Laureys and Mylène Botbol-Baum. She was a postdoctoral fellow at the Weizmann Institute of Science and joined BIMSA as an assistant professor in 2023. Her research spans affective neuroscience, digital interactive communication, and extended reality technologies. Her recent work focuses on critical states of consciousness, virtual embodiment, and interactive visual scientific representations.
In addition to her academic career, France-Ainel is an accomplished artist, with exhibitions spanning Europe and the Middle East. Her works explore the complex relationships between consciousness, time, and space, often through the lens of her scientific inquiries.
北京雁栖湖应用数学研究院
CONTACT

No. 544, Hefangkou Village Huaibei Town, Huairou District Beijing 101408

北京市怀柔区 河防口村544号
北京雁栖湖应用数学研究院 101408

Tel. 010-60661855
Email. administration@bimsa.cn

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