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Mathematics and education in an AI e...

Martinovic, Dragana.

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Mathematics and education in an AI era = cognitive science, technological, and semiotic perspectives /

紀錄類型:	書目-電子資源 : Monograph/item
正題名/作者:	Mathematics and education in an AI era/ edited by Dragana Martinovic, Marcel Danesi.
其他題名:	cognitive science, technological, and semiotic perspectives /
其他作者:	Martinovic, Dragana.
出版者:	Cham :Springer Nature Switzerland : : 2025.,
面頁冊數:	vii, 173 p. :ill. (some col.), digital ;24 cm.
內容註:	Preface -- Introduction -- Ahead of the Curve, or Hehind? Teaching Students that Math Is a Start-Up -- AI and Mathematical Understanding: ChaptGPT Goes to School -- Computo, Ergo Sum: Teaching and Learning Mathematics in the Age of ChatGPT -- Math as a Cure: A Semiotic Perspective -- Reasoning, Argumentation and Mathematical Learning: How ChatGPT and AI Can Knowledge Build -- Mathematical Group Cognition in the Anthropocene -- Lewis Carroll's Puzzle-Based Approach to Teaching Mathematics: What Can We Learn from It Today? -- Teaching Symmetry and Asymmetry: A Cross-Disciplinary Approach -- Some Pedagogic Potential for the Theorem Prover Lean.
Contained By:	Springer Nature eBook
標題:	Mathematics - Study and teaching -
電子資源:	https://doi.org/10.1007/978-3-031-80696-4
ISBN:	9783031806964

Mathematics and education in an AI era = cognitive science, technological, and semiotic perspectives /
Mathematics and education in an AI eracognitive science, technological, and semiotic perspectives /[electronic resource] :edited by Dragana Martinovic, Marcel Danesi. - Cham :Springer Nature Switzerland :2025. - vii, 173 p. :ill. (some col.), digital ;24 cm. - Mathematics in mind,2522-5413. - Mathematics in mind..

Preface -- Introduction -- Ahead of the Curve, or Hehind? Teaching Students that Math Is a Start-Up -- AI and Mathematical Understanding: ChaptGPT Goes to School -- Computo, Ergo Sum: Teaching and Learning Mathematics in the Age of ChatGPT -- Math as a Cure: A Semiotic Perspective -- Reasoning, Argumentation and Mathematical Learning: How ChatGPT and AI Can Knowledge Build -- Mathematical Group Cognition in the Anthropocene -- Lewis Carroll's Puzzle-Based Approach to Teaching Mathematics: What Can We Learn from It Today? -- Teaching Symmetry and Asymmetry: A Cross-Disciplinary Approach -- Some Pedagogic Potential for the Theorem Prover Lean.

This book focuses on the potential contributions of Artificial Intelligence (AI) for enhancing mathematics education. It includes rationales for an AI-oriented pedagogical model, such as interdisciplinarity and even sensitivity to crucial world issues, such as climate change. The chapters in this book highlight what the new age of mathematics education entails concretely, covering themes from the utilization of AI directly into classroom pedagogy and the semiotic consequences of what this entails, to how mathematics training can be tailored to get students to relate concretely to problems of climate change, and to understand the relevance of the differences between symmetry and asymmetry as psychological constructs. The overall picture we can glean from these chapters is not mere eclecticism, but an integration of disciplinary perspectives into a holistic framework that has great relevance and resonance for mathematics education in the age of AI.

ISBN: 9783031806964

Standard No.: 10.1007/978-3-031-80696-4doiSubjects--Topical Terms:

2002365
Mathematics
--Study and teaching

LC Class. No.: QA20.C65

Dewey Class. No.: 510.71028563

Mathematics and education in an AI era = cognitive science, technological, and semiotic perspectives /
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520 $a This book focuses on the potential contributions of Artificial Intelligence (AI) for enhancing mathematics education. It includes rationales for an AI-oriented pedagogical model, such as interdisciplinarity and even sensitivity to crucial world issues, such as climate change. The chapters in this book highlight what the new age of mathematics education entails concretely, covering themes from the utilization of AI directly into classroom pedagogy and the semiotic consequences of what this entails, to how mathematics training can be tailored to get students to relate concretely to problems of climate change, and to understand the relevance of the differences between symmetry and asymmetry as psychological constructs. The overall picture we can glean from these chapters is not mere eclecticism, but an integration of disciplinary perspectives into a holistic framework that has great relevance and resonance for mathematics education in the age of AI.
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