Introduction to Number Theory

Introduction to Number Theory

Introduction to Number Theory

Called "the queen of mathematics" by the legendary mathematician Carl Friedrich Gauss, number theory is one of the oldest and largest branches of pure mathematics. Practitioners of number theory delve deep into the structure and nature of numbers, and explore the remarkable, startling, and often beautiful relationships that exist among them. Gain deep insights into the complex and beautiful patterns that structure the world of numbers, the branches of study that reveal these patterns, and the processes by which great thinkers establish new truths through dazzling mathematical proofs.

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Zero to Infinity: A History of Numbers

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Numbers surround us. They mark our days, light our nights, foretell our weather, and keep us on course. They drive commerce and sustain civilization. But what are they? Zero to Infinity: A History of Numbers will not only give you the full and detailed story of how and why numbers are important; it will also introduce you to their enduring mystery. Whether you struggled through algebra or you majored in mathematics, you will find Professor Edward B. Burger's approach accessible and stimulating. If you think math is just problems and formulas, prepare to be amazed.

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Discrete Mathematics

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Discrete mathematics achieves fascinating results using relatively simple means, such as counting. Explore this modern mathematical realm in Discrete Mathematics, 24 mind-expanding lectures delivered by popular Teaching Company Professor Arthur T. Benjamin. Covering combinatorics, number theory, and graph theory, this intriguing course is an ideal point of entry for you to start thinking more mathematically. While certainly rigorous, this entertaining course is accessible to anyone with a basic knowledge of high-school algebra and a willingness to learn logical thinking skills essential to living everyday life-as well as success in any future math courses you may take.

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