An Illustrated Theory of Numbers

Discover the fascinating world of number theory with An Illustrated Theory of Numbers. Written by renowned author Marty Weissman, this comprehensive book offers a complete introduction to number theory, packed with proofs, examples, and exercises. With its cutting-edge approach and insightful geometric and dynamical arguments, it provides a rigorous yet accessible exploration of this ancient mathematical discipline.

What sets An Illustrated Theory of Numbers apart is its innovative use of almost 500 sharp illustrations to accompany elegant proofs. From prime decomposition to quadratic reciprocity, these visuals bring the concepts to life, making it easier for readers to grasp complex theories. No more endless algebraic manipulations – this book focuses on providing you with a visual understanding that will leave you with a fresh perspective on number theory.

But this book goes beyond just presenting the core concepts. In its final chapters, An Illustrated Theory of Numbers delves deep into binary quadratic forms, introducing Conway's topograph to solve quadratic Diophantine equations. It also explores topics like reduction, the finiteness of class numbers, and even touches on open questions and cutting-edge results in analytic number theory. Prepare to be fascinated by the Riemann hypothesis, the boundedness of prime gaps, and the class number 1 problem.

Whether you're a student looking for a first course in elementary number theory or a mathematician craving a fresh perspective on an ancient subject, An Illustrated Theory of Numbers is the perfect choice. With its concise and accessible explanations, this book requires only high school algebra and geometry as a prerequisite, making it suitable for a wide range of readers.

Don't miss out on the opportunity to explore the captivating world of number theory. Get your copy of An Illustrated Theory of Numbers today and uncover the beauty and elegance hidden within the numbers.