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Springer Introduction to Diophantine Approximations - New Edition

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Description

Expand your understanding of number theory with the new expanded edition of Introduction to Diophantine Approximations from the Springer Books on Elementary Mathematics series. This text provides a deep look into three core aspects of Diophantine approximation theory through significant special examples. Readers will explore the formal relationships between counting processes and the functions within the theory, learn how to determine these functions for classical numbers, and study certain asymptotic estimates that hold almost everywhere. Each chapter is designed to work through a special case of a much broader general theory. This book serves as a valuable resource for academic study and can be used as a primary text in a mathematics course. Throughout the chapters, you will find indications of broader theories and references to current publications to keep your knowledge up to date with the field. It is an essential addition for those studying mathematical theory and advanced number theory.

Key Features

Covers three major aspects of Diophantine approximation theory using significant special examples for better understanding.

Explores the formal relationships between counting processes and the functions used within the theory.

Provides methods for determining functions for numbers given as classical numbers.

Includes studies on certain asymptotic estimates that hold almost everywhere.

Designed for use in academic settings and as a resource for mathematics courses.

Features references to current publications and indications of broader general theories.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
29 June 1995
Listed Since
15 January 2007

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No barcode data available

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