Number Theory and Its History (Dover Books on Mathematics)
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Number Theory and Its History (Dover Books on Mathematics)
Book Details:
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Author: Øystein Ore
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Publisher: Dover
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Edition: New
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Binding: Paperback
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ISBN-13: 0800759656202
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Number of Pages: 380
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Release Date: 01-04-1988
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Languages: English
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Dimensions: 8.4 x 5.6 x 0.9 inches
About The Book:
Number Theory and Its History by Øystein Ore offers an engaging and accessible introduction to the world of number theory, making it an ideal resource for students, amateur mathematicians, and anyone interested in the history and evolution of this fascinating branch of mathematics. Written by a renowned mathematician and Sterling Professor of Mathematics at Yale, this book stands out for two key reasons: it places number theory within a historical and cultural context, and it requires minimal mathematical background.
Ore takes readers on a journey through the development of number theory, presenting essential ideas and methods in a way that is easy to grasp, even for those with limited mathematical knowledge. The book emphasizes historical contributions by mathematicians such as Diophantos, Euclid, Fibonacci, Euler, Fermat, Mersenne, and Gauss, and showcases how their discoveries shaped the subject of number theory.
Key topics covered include:
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Counting and recording of numbers
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Prime numbers and their properties
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Diophantine problems and congruences
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Wilson’s Theorem, Euler’s Theorem, and more
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Classical construction problems
Ore’s clear and approachable writing makes this book a perfect fit for undergraduates, high school students with a strong interest in mathematics, or anyone looking to dive into number theory without getting lost in technical jargon. Based on Ore’s popular Yale course, this book not only covers the essentials but also integrates the rich historical context that brings the subject to life.
This paperback edition is an affordable addition to any mathematical library, whether you’re a student, educator, or math enthusiast looking to explore the rich history and beauty of number theory.
