Bøker av Jason Earls

"Computing with Fermat" is a fascinating collection of math articles that pay tribute to the great Pierre de Fermat, exploring various math problems using computational number theory that relate to his work. With chapters such as "On Fermat's Factorization Method," "Fun With the Sqrt(n) Primality Test," "Near-Misses of Fermat's Last Theorem," and "Marin Mersenne and the Power of Modern Computing," this book offers a comprehensive look at how computational number theory is changing the game in the world of mathematics.The author, who found solace in Simon Singh's book "Fermat's Enigma" during a difficult time in his life, was inspired to delve into the world of computational number theory. The book features the author's own papers related to Fermat's work, as well as two chapters from his book "The Lowbrow Experimental Mathematician" that explore certain Fermat-type problems in elementary number theory."Computing with Fermat" is a must-read for anyone interested in the legacy of Pierre de Fermat and the fascinating world of computational number theory. With its accessible writing style and engaging content, this book is sure to inspire and entertain readers of all levels.

"Numerus Computatio Balisticum" is a fascinating book that explores the arcane discipline of number theory through the power of computation. With a deep passion for both computers and number theory, the author has spent years crafting elaborate algorithms to unlock the secrets of the integers. In this book, the author shares some of the most interesting and complex problems in number theory, from the history of the discipline to contemporary research.The book features chapters on topics such as Nash Goldbach Decompositions, Elliptic Curve Experiments, Alan Turing and Computers, the Collatz Conjecture, and Fermat's Factorization Method on Brilliant Numbers. Each chapter offers a unique glimpse into the intricate web of abstract concepts and elusive patterns that make up the fascinating world of computational number theory. Readers will also come across personal reflections that showcase the author's dedication and passion for the discipline.Despite the foreboding sense of mystery that surrounds the power of numbers, the author's aim is not to scare but to inspire. This book is perfect for anyone looking to explore the labyrinthine depths of mathematical thought and discover the wonders and terrors that lie within the shadowy realm of the integers. Whether you're a seasoned mathematician or a curious novice, this book is sure to ignite a spark of inspiration that drives you to investigate these problems for yourself. So, dive into this tome and behold the eerie and fascinating beauty of numbers!

This captivating book on number theory explores the hidden beauty of numbers and the fascinating world of mathematics. The author's compulsion to analyze and contemplate the splendor (and squalor) of numbers leads him to seek out strange mathematical properties lurking within the platonic realm.The book covers a wide range of topics related to number theory, including compound interest, near misses of Fermat's last theorem, conjectures on twin primes, the mysterious qualities of zebra irrational numbers, and more. Readers will also enjoy a few fictional stories that feature numbers, which serve to further illuminate the beauty and wonder of mathematics (it's worth noting that the stories are entirely fictional, and any characters that might resemble real-life individuals (living or deceased) are entirely coincidental). The author's main goal is to inspire readers to engage in their own investigations of mathematical problems and discover the thrill of probing the integers to appreciate their mysterious and astounding qualities.Whether you're a seasoned mathematician or simply someone who enjoys contemplating the beauty of numbers, this book is sure to stimulate your mind and encourage you to think deeply about the fascinating world of mathematics. So come along for the ride as the author delves deep into the splendor (and squalor) of numbers, uncovering their hidden mysteries and inspiring readers to seek out the same.

If you are a number theory enthusiast looking for an informative read, this book is perfect for you! This book primarily consists of non-fiction articles on various number theory topics, such as Brocard's Conjecture, Pell's Equation, Jesus's Number, Reversible Prime Numbers, Digital Sums, Brilliant Harshad Numbers, Sequences of Primes, Elliptic Curves, and Brilliant Number Sequences.In addition to these articles, the book features four fictional stories that center around mathematical concepts. Although the stories are works of fiction, the math within them is entirely real and accurate. These stories take you to fictional worlds filled with peculiar characters who use mathematics in unusual ways.The author acknowledges that not everyone enjoys reading fiction that contains genuine mathematics. Nevertheless, he believes that incorporating mathematical concepts into good stories is a unique and exciting way to make them more accessible and engaging.If you are interested in learning about number theory or enjoy reading stories that feature numbers and computation, then this book is definitely worth exploring.

Chapters: The Harvard Calculating Savant (fiction), Iterating Summation of Digits of Divisors to Reach 15, '60000006' in the Decimal Expansion of Pi^e, Primes Made from Powers of Ten and Fibonacci Numbers, 1729 and Brilliant Numbers as Sums of Two Cubes, On Factorials and Squares, The Famous Frank Cole Factorization and Repunits Squared Factorizations, Ten's Complements of Brilliant Numbers, Fractal Art, The 379009 Upside Down Calculator-Word Prime, Palindrome*2+1 To Get Another Palindrome, A Cautionary Tale On Collaboration, Smarandache Car Prime, The Sopfr(n) Earls Conjecture, A Challenge for Mrs. Thornburgette (fiction)Jason Earls is a guitarist, computational number theorist, and concrete poet. He is the author of the Underground Guitar Handbook, Numbers for Wittgenstein, Red Zen, Math Freak, How to Become a Guitar Player from Hell, and other books.