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Mathematical Diamonds
 
Mathematical Diamonds
MAA Press: An Imprint of the American Mathematical Society
eBook ISBN:  978-1-4704-5842-3
Product Code:  DOL/26.E
List Price: $35.00
MAA Member Price: $26.25
AMS Member Price: $26.25
Mathematical Diamonds
Click above image for expanded view
Mathematical Diamonds
MAA Press: An Imprint of the American Mathematical Society
eBook ISBN:  978-1-4704-5842-3
Product Code:  DOL/26.E
List Price: $35.00
MAA Member Price: $26.25
AMS Member Price: $26.25
  • Book Details
     
     
    Dolciani Mathematical Expositions
    Volume: 262003; 241 pp

    Ross Honsberger has done it again. He has brought together another wonderful collection of elementary mathematical problems and their solutions abounding in striking surprises and brilliant ideas that reflect the beauty of mathematics. Many of these problems come from mathematical journals. Others come from various mathematical competitions such as the Tournament of the Towns, the Balkan Olympiad, the American Invitational Mathematics Exam, and the Putnam exam. And, of course, there is a problem suggested by Paul Erdös. This book is ideal for students, teachers and anyone interested in recreational mathematics.

  • Table of Contents
     
     
    • Chapters
    • Section 1. The Remarkable Wine-Rack Property
    • Section 2. The Restless Lion
    • Section 3. Apples and Sticks
    • Section 4. A Surprising Result of Paul Erdős
    • Section 5. Miscellaneous Gleanings
    • Section 6. An Application of Turán’s Theorem
    • Section 7. Four Problems from Putnam Papers
    • Section 8. Topics Based on Problems from Quantum
    • Section 9. Two Distinguished Integers
    • Section 10. A Property of the Binomial Coefficients
    • Section 11. Nine Miscellaneous Problems
    • Section 12. A Problem in Coin-Tossing
    • Section 13. Semi-regular Lattice Polygons
    • Section 14. Six Problems from the Canadian Open Mathematics Challenge
    • Section 15. Three Pretty Theorems in Geometry
    • Section 16. Two Gems from Euclidean Geometry
    • Section 17. The Thue–Morse–Hedlund Sequence
    • Section 18. Two Miscellaneous Problems
    • Section 19. A Surprising Property of Regular Polygons
    • Section 20. Three Short Stories in Number Theory
    • Section 21. Three Geometry Problems
    • Section 22. Three Problems From The 1990 Balkan Olympiad
    • Section 23. A Japanese “Fan” Problem
    • Section 24. Slicing a Doughnut
    • Section 25. A Problem from the 1980 Tournament of the Towns
  • Additional Material
     
     
  • Requests
     
     
    Review Copy – for publishers of book reviews
    Accessibility – to request an alternate format of an AMS title
Volume: 262003; 241 pp

Ross Honsberger has done it again. He has brought together another wonderful collection of elementary mathematical problems and their solutions abounding in striking surprises and brilliant ideas that reflect the beauty of mathematics. Many of these problems come from mathematical journals. Others come from various mathematical competitions such as the Tournament of the Towns, the Balkan Olympiad, the American Invitational Mathematics Exam, and the Putnam exam. And, of course, there is a problem suggested by Paul Erdös. This book is ideal for students, teachers and anyone interested in recreational mathematics.

  • Chapters
  • Section 1. The Remarkable Wine-Rack Property
  • Section 2. The Restless Lion
  • Section 3. Apples and Sticks
  • Section 4. A Surprising Result of Paul Erdős
  • Section 5. Miscellaneous Gleanings
  • Section 6. An Application of Turán’s Theorem
  • Section 7. Four Problems from Putnam Papers
  • Section 8. Topics Based on Problems from Quantum
  • Section 9. Two Distinguished Integers
  • Section 10. A Property of the Binomial Coefficients
  • Section 11. Nine Miscellaneous Problems
  • Section 12. A Problem in Coin-Tossing
  • Section 13. Semi-regular Lattice Polygons
  • Section 14. Six Problems from the Canadian Open Mathematics Challenge
  • Section 15. Three Pretty Theorems in Geometry
  • Section 16. Two Gems from Euclidean Geometry
  • Section 17. The Thue–Morse–Hedlund Sequence
  • Section 18. Two Miscellaneous Problems
  • Section 19. A Surprising Property of Regular Polygons
  • Section 20. Three Short Stories in Number Theory
  • Section 21. Three Geometry Problems
  • Section 22. Three Problems From The 1990 Balkan Olympiad
  • Section 23. A Japanese “Fan” Problem
  • Section 24. Slicing a Doughnut
  • Section 25. A Problem from the 1980 Tournament of the Towns
Review Copy – for publishers of book reviews
Accessibility – to request an alternate format of an AMS title
Please select which format for which you are requesting permissions.