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Description
Book Introduction
The Riemann hypothesis is the greatest problem that has fascinated leading mathematicians around the world.
The proof of this hypothesis, which is considered more difficult and important than Fermat's Last Theorem, will be the periodic table that will redraw the entire mathematical universe.
This hypothesis is particularly important in commerce, as the security of banking and e-commerce is based on prime numbers.
This book is a fascinating look into the wondrous history behind the Holy Grail of mathematics and the relentless effort to capture it.
The proof of this hypothesis, which is considered more difficult and important than Fermat's Last Theorem, will be the periodic table that will redraw the entire mathematical universe.
This hypothesis is particularly important in commerce, as the security of banking and e-commerce is based on prime numbers.
This book is a fascinating look into the wondrous history behind the Holy Grail of mathematics and the relentless effort to capture it.
index
Praise for "Music of the Minor"
Chapter 1: Do you want to be a millionaire?
Chapter 2 Atoms of Numbers
Finding Patterns | Proof, A Mathematician's Travels: Euclid's Fables | The Hunt for Prime Numbers | The Mathematical Eagle, Euler | Gauss's Conjecture
Chapter 3: Riemann's Imaginary Mathematical Mirror
Imaginary Numbers: New Horizons in Mathematics | The World Behind the Mirror | Zeta Functions: A Dialogue Between Mathematics and Music
Retelling the story of the prime numbers of ancient Greece
Chapter 4: The Riemann Hypothesis: From the Prime Numbers of Disorder to the Zeros of Order
Prime Numbers and Zeros | The Music of Prime Numbers | The Riemann Hypothesis: Order in Chaos
Chapter 5: Mathematical Relays: Understanding the Riemann Revolution
Hilbert, the mathematical agitator | Landau, the ultimate eccentric | Hardy, the mathematical aesthete | Littlewood, the mathematical rascal
Chapter 6: Ramanujan, the Mathematician
Cultural Clash in Cambridge
Chapter 7: Mathematical Escape: From Göttingen to Princeton
Looking Back at Riemann | Selberg, the Lonely Scandinavian | Erdish, the Magician from Budapest
The Order of Zeros is the Disorder of Prime Numbers | Mathematical Debate
Chapter 8: The Machine of the Mind
Godel and the Limitations of Mathematical Methodology | Turing's Marvelous Mind Machine | Gears, Pulleys, and Oil
From the chaos of uncertainty to a few equations
Chapter 9: The Computer Age: From the Mind to the Desktop
The Death of Computer Mathematics? | Jaggière, the Mathematical Swordsman | Odlyzko, the Cashier in New Jersey
Chapter 10: Breaking Numbers and Codes
The Birth of Internet Cryptography | MIT's Trio, RSA | Crypto Card Magic | Challenge RSA 129
Offering a prize for a new technique | Ignoring reality | Finding large primes | The future of ellipses is bright
The delights of the city of Chaldea
Chapter 11 From Zero Order to Quantum Chaos
Dyson, the Frog Prince of Physics | Quantum Drums | Amazing Rhythm | Mathematical Magic | Quantum Billiards
42 - The Answer to the Ultimate Question | Riemann's Last Foreshadowing
Chapter 12: The Missing Pieces of the Picture
Speaking in Many Languages | The New French Revolution | The Last Laugh
Acknowledgements
Translator's Note
References
Source of images and data
Search
Chapter 1: Do you want to be a millionaire?
Chapter 2 Atoms of Numbers
Finding Patterns | Proof, A Mathematician's Travels: Euclid's Fables | The Hunt for Prime Numbers | The Mathematical Eagle, Euler | Gauss's Conjecture
Chapter 3: Riemann's Imaginary Mathematical Mirror
Imaginary Numbers: New Horizons in Mathematics | The World Behind the Mirror | Zeta Functions: A Dialogue Between Mathematics and Music
Retelling the story of the prime numbers of ancient Greece
Chapter 4: The Riemann Hypothesis: From the Prime Numbers of Disorder to the Zeros of Order
Prime Numbers and Zeros | The Music of Prime Numbers | The Riemann Hypothesis: Order in Chaos
Chapter 5: Mathematical Relays: Understanding the Riemann Revolution
Hilbert, the mathematical agitator | Landau, the ultimate eccentric | Hardy, the mathematical aesthete | Littlewood, the mathematical rascal
Chapter 6: Ramanujan, the Mathematician
Cultural Clash in Cambridge
Chapter 7: Mathematical Escape: From Göttingen to Princeton
Looking Back at Riemann | Selberg, the Lonely Scandinavian | Erdish, the Magician from Budapest
The Order of Zeros is the Disorder of Prime Numbers | Mathematical Debate
Chapter 8: The Machine of the Mind
Godel and the Limitations of Mathematical Methodology | Turing's Marvelous Mind Machine | Gears, Pulleys, and Oil
From the chaos of uncertainty to a few equations
Chapter 9: The Computer Age: From the Mind to the Desktop
The Death of Computer Mathematics? | Jaggière, the Mathematical Swordsman | Odlyzko, the Cashier in New Jersey
Chapter 10: Breaking Numbers and Codes
The Birth of Internet Cryptography | MIT's Trio, RSA | Crypto Card Magic | Challenge RSA 129
Offering a prize for a new technique | Ignoring reality | Finding large primes | The future of ellipses is bright
The delights of the city of Chaldea
Chapter 11 From Zero Order to Quantum Chaos
Dyson, the Frog Prince of Physics | Quantum Drums | Amazing Rhythm | Mathematical Magic | Quantum Billiards
42 - The Answer to the Ultimate Question | Riemann's Last Foreshadowing
Chapter 12: The Missing Pieces of the Picture
Speaking in Many Languages | The New French Revolution | The Last Laugh
Acknowledgements
Translator's Note
References
Source of images and data
Search
GOODS SPECIFICS
- Date of issue: March 2, 2007
- Format: Hardcover book binding method guide
- Page count, weight, size: 552 pages | 1,038g | 162*241*35mm
- ISBN13: 9788988907962
- ISBN10: 8988907965
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