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Table of Contents
Section I
Commentary: Commentary on Affect, Cognition and Metacognition in Mathematical Modelling
Chapter 1: The construct of affect in mathematical modelling
Chapter 2: Metacognition in mathematical modelling-an overview
Chapter 3: Principles for designing research settings to study spontaneous metacognitive activity
Chapter 4: Engagement structures and the development of mathematical ideas
Commentary: The what and why of modeling
Commentary: Engaging students in mathematical modeling: Themes and issues
Chapter 5: Exploring a conative perspective on mathematical engagement
Chapter 6: Exploring teachers' epistemic beliefs and emotions in inquiry-based teaching of mathematics
Chapter 7: Mathematics learning experiences: The practice of happiness and the happiness of practice
Chapter 8: Development of modelling routines and its relation to identity construction
Commentary: Commentary on section III: Connections to theory and practice
Chapter 9: Flow and mathematical modelling: Issues of balance
Chapter 10: The complex relationship between mathematical modelling and attitude towards mathematics
Chapter 11: Teaching modeling problems and its effects on students' engagement and attitude toward mathematics
Chapter 12: Affect and mathematical modelling assessment-A case study on students' experience of challenge and flow during a compulsory mathematical modelling task by engineering students
Chapter 13: Flow and Modelling
Chapter 14: A coda on affect.
Commentary: Commentary on Affect, Cognition and Metacognition in Mathematical Modelling
Chapter 1: The construct of affect in mathematical modelling
Chapter 2: Metacognition in mathematical modelling-an overview
Chapter 3: Principles for designing research settings to study spontaneous metacognitive activity
Chapter 4: Engagement structures and the development of mathematical ideas
Commentary: The what and why of modeling
Commentary: Engaging students in mathematical modeling: Themes and issues
Chapter 5: Exploring a conative perspective on mathematical engagement
Chapter 6: Exploring teachers' epistemic beliefs and emotions in inquiry-based teaching of mathematics
Chapter 7: Mathematics learning experiences: The practice of happiness and the happiness of practice
Chapter 8: Development of modelling routines and its relation to identity construction
Commentary: Commentary on section III: Connections to theory and practice
Chapter 9: Flow and mathematical modelling: Issues of balance
Chapter 10: The complex relationship between mathematical modelling and attitude towards mathematics
Chapter 11: Teaching modeling problems and its effects on students' engagement and attitude toward mathematics
Chapter 12: Affect and mathematical modelling assessment-A case study on students' experience of challenge and flow during a compulsory mathematical modelling task by engineering students
Chapter 13: Flow and Modelling
Chapter 14: A coda on affect.