Book:Ross Honsberger/Mathematical Gems
Jump to navigation
Jump to search
Ross Honsberger: Mathematical Gems
Published $\text {1973}$, Mathematical Association of America
- ISBN 0-88385-301-9
Subject Matter
Contents
- 1. An Old Chinese Problem and Pierre de Fermat
- 2. Louis Pósa
- 3. Equilateral Triangles
- 4. The Orchard Problem
- 5. $\Delta$-Curves
- 6: It's Combinatorics that Counts!
- 7. The Kozyrev-Grinberg Theory of Hamiltonian Circuits
- 8. Morley's Theorem
- 9. A Problem in Combinatorics
- 10. Multiply-Perfect, Superabundant, and Practical Numbers
- 11. Circles, Squares, and Lattice Points
- 12: Recursion
- 13: Poulet, Super-Poulet, and Related Numbers
- Solutions to Selected Exercises
- Index