Drawing from philosophical, historical, and psychological research, this book redefines conceptual change as it applies to learning and instruction. Divided into three sections, this book addresses: foundations of conceptual change research, examines the influence that personal beliefs have on conceptual change, and focuses on mathematics learning and teaching. It reflects current state-of-the-art conceptual change work. Each section includes a specialized introduction and ends with thought-provoking commentaries. It is written by experts in the field.
Le informazioni nella sezione "Riassunto" possono far riferimento a edizioni diverse di questo titolo.
Acknowledgments
Contributors
Preface
The Conceptual Change Approach and its Re-framing
PART 1: The Foundations of the Conceptual Change Approach: Kuhns Énfluence in Philosophy, History of Science and Psychology
The Philosophical Foundation of the Conceptual Change Approach: An Introduction
In the Wake of Thomas Kuhn's Theory of Scientific Revolutions: The Perspective of an Historian of Science
Kuhn's Philosophical Successes?
Conceptual Change and Scientific Realism: Facing Kuhns Challenge
Background 'Assumptions and the Grammar of Conceptual Change: Rescuing Kuhn by Means of Wittgenstein
Commentaries
Reflections on Conceptual Change
Conceptual Change as Structure Change: Comment on Kuhns Legacy
PART 2: Personal Epistemologies and Conceptual Change
Personal Epistemology and Conceptual Change: An Introduction
Epistemological Threads in The Fabric of Conceptual Change Research
Conceptions of Learning and the Experience of Understanding: Thresholds, Contextual Influences, and Knowledge Objects
Conceptual Change in Physics and Physics-Related Epistemological Beliefs: A Relationship under Scrutiny
Effects of Epistemological Beliefs and Learning Text Structure on Conceptual Change
Conceptual Change Ideas: Teachers Views and their Instructional Practice
Commentary
First Steps: Scholars Promising Movements Into a Nascent Field of Inquiry
PART 3: Extending the Conceptual Change Approach to Mathematics Learning and Teaching
Extending the Conceptual Change Approach to Mathematics Learning and Teaching: An Introduction
"When we Clashed with the Real Numbers": Complexity of Conceptual Change in Number Concept
How Many Numbers are there in a Rational Numbers Interval? Constraints, Synthetic Models and the Effect of the Number Line
Students Interpretations of Literal Symbols in Algebra
Teaching for Conceptual Change: The Case of Infinite Sets
Commentaries
Nurturing Conceptual Change in Mathematics Education
Reconceptualizing Conseptual Change
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Hardback. Condizione: New. Drawing from philosophical, historical, and psychological research, this book redefines conceptual change as it applies to learning and instruction. Divided into three sections, this book addresses: foundations of conceptual change research, examines the influence that personal beliefs have on conceptual change, and focuses on mathematics learning and teaching. It reflects current state-of-the-art conceptual change work. Each section includes a specialized introduction and ends with thought-provoking commentaries. It is written by experts in the field. Codice articolo LU-9780080453552
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