Prime Numbers, Friends Who Give Problems: A Trialogue With Papa Paulo
| By: | Ribenboim Paulo |
| Publisher: | World Scientific Publishing |
| Print ISBN: | 9789814725804 |
| eText ISBN: | 9789814725828 |
| Edition: | 0 |
| Copyright: | 2017 |
| Format: | Page Fidelity |
Lifetime - $23.94
eBook Features
Instant Access
Purchase and read your book immediately
Read Offline
Access your eTextbook anytime and anywhere
Study Tools
Built-in study tools like highlights and more
Read Aloud
Listen and follow along as Bookshelf reads to you
Details
Table of Contents
Prime Numbers, Friends Who Give Problems is written as a trialogue, with two persons who are interested in prime numbers asking the author, Papa Paulo, intelligent questions. Starting at a very elementary level, the book advances steadily, covering all important topics of the theory of prime numbers, up to the most famous problems. The humorous conversations and the inclusion of a back-story add to the uniqueness of the book. Concepts and results are also explained with great care, making the book accessible to a wide audience.
Contents:
- What are Prime Numbers?
- Division is Harder than Multiplication
- Another Paulo! Is a Dialogue of Three Possible?
- How Natural Numbers are Made Out of Primes
- Tell Me Which is the Largest Prime?
- Trying Hard to Find Primes
- A Formula, A Formula, Please
- Paulo Came with a Lasso
- Beautiful Old Elementary Arithmetic
- The Old Man Still Knows
- Can You Tell Me All About Congruences?
- Homework Checked
- Testing for Primality and Factorization
- Fermat Numbers are Friendly. Are They Primes?
- This World is Perfect
- Unfriendly Numbers from a Friend of Fermat's
- Paying My Debt
- Money and Primes
- Secret Messages
- New Numbers and Functions
- Princeps Gauss
- Gathering Forces
- The After "Math" of Gauss
- Primes After Dinner: Bad Dreams?
- Primes in Arithmetic Progression
- Selling Primes
- The Great Prime Mysteries
- Mysteries in Sequences: More But Not All
- The End and the Beginning
Readership: College students, high school teachers and beginners interested in number theory and important facts about prime numbers.