Fostering Collateral Creativity in School Mathematics

Chapter 1: Theoretical foundation of collateral creativity.- Chapter 2: From additive decompositions of integers to probability experiments.- Chapter 3: From number sieves to difference equations.- Chapter 4: Prime numbers.- Chapter 5: From dividing shapes in equal parts to the Four-color theorem.- Chapter 6: From purchasing flowers to minimax mathematics.- Chapter 7: From comparing chances to algebraic inequalities.- Chapter 8: Recreational mathematics (8-Queens, Tower of Hanoi).- Chapter 9: Exploring unsolved problems (e.g., 4, 2, 1, sequence).- Chapter 10: The Golden Ratio.- Chapter 11: Monty Hall Dilemma.- Chapter 12: Playing with calendar.- Chapter 13: Egyptian fractions. Appendix. Bibliography. Index.

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collateral creativity;mathematics education;technology in education;teacher education;reflective inquiry;reflective abstraction;instrumental act;problem solving;teaching prime numbers;Recreational mathematics;Golden Ratio;Monty Hall Dilemma