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In this Very Short Introduction Peter M. Higgins presents an overview of the number types featured in modern science and mathematics. Providing a non-technical account, he explores the evolution of the modern number system, examines the fascinating role of primes, and explains th ...
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Each chapter provides an exploration section with problems that deal with software evaluation, selection, modificationm and the solution of not entirely open-ended problems.
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Thoroughly revised and updated, the new Second Edition of Neville Robbinsa (TM) Beginning Number Theory includes all of the major topics covered in a classic Number Theory course and blends in numerous applications and specialized treatments of number theory, including Cryptology ...
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This systematic treatment of the additive number theory of polynomials provides asymptotic proofs of two famous theorems of classical additive number theory. It aims to develop all of the tools necessary to apply the adelic circle method to a wide variety of additive problems.
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A comprehensive resource containing an entertaining selection of problems in mathematics. Including numerous exercises, illustrations, hints, and solutions, it is aimed at students of mathematics looking for an introduction to problem solving in mathematics, as well as Mathematic ...
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Random matrix theory is applied by physicists and mathematicians to understand phenomena in nature and deep mathematical structures. This book offers a comprehensive look at random matrix theory by leading researchers, including applications inside and outside of physics and math ...
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This book presents a clear and comprehensive introduction to one of the truly fascinating topics in mathematics: Catalan numbers. They crop up in chess, computer programming and even train tracks. In addition to lucid descriptions of the mathematics and history behind Catalan num ...
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This book emphasizes the intelligent application of approximation techniques to the type of problems that commonly occur in engineering and the physical sciences. Readers learn why the numerical methods work, what type of errors to expect, and when an application might lead to di ...
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Euler systems are special collections of cohomology classes attached to p-adic Galois representations. This book presents a development of the theory of Euler systems. It reviews and develops the necessary facts from Galois cohomology and then introduces Euler systems, states the ...
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In a manner accessible to beginning undergraduates, this book introduces many of the central problems, conjectures, results, and techniques of the field, such as the Riemann Hypothesis, Roth's Theorem, and more. Showing how experiments are used to test conjectures and prove theor ...
| ISBN |
9780691120607 |
| Published |
15 March 2006 |
| Interest Age |
19+ years |
| Language |
(English) |
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