Sums of Squares of Integers

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Introduction Prerequisites Outline of Chapters 2 - 8 Elementary Methods Introduction Some Lemmas Two Fundamental Identities Euler's Recurrence for Sigma(n)More Identities Sums of Two Squares Sums of Four Squares Still More Identities Sums of Three Squares An Alternate Method Sums of Polygonal Numbers Exercises Bernoulli Numbers Overview Definition of the Bernoulli Numbers The Euler-MacLaurin Sum Formula The Riemann Read more...

Abstract: Introduction Prerequisites Outline of Chapters 2 - 8 Elementary Methods Introduction Some Lemmas Two Fundamental Identities Euler's Recurrence for Sigma(n)More Identities Sums of Two Squares Sums of Four Squares Still More Identities Sums of Three Squares An Alternate Method Sums of Polygonal Numbers Exercises Bernoulli Numbers Overview Definition of the Bernoulli Numbers The Euler-MacLaurin Sum Formula The Riemann Zeta Function Signs of Bernoulli Numbers Alternate The von Staudt-Clausen Theorem Congruences of Voronoi and Kummer Irregular Primes Fractional Parts of Bernoulli Numbers Exercises

Author(s): Moreno, Carlos J.; Wagstaff, Jr. Samuel S
Series: Discrete mathematics and its applications
Publisher: CRC Press
Year: 2005

Language: English
Pages: 363
City: Hoboken
Tags: Математика;Дискретная математика;

Content: Front cover
Preface
Dedication
Contents
Chapter 1. Introduction
Chapter 2. Elementary Methods
Chapter 3. Bernoulli Numbers
Chapter 4. Examples of Modular Forms
Chapter 5. Hecke's Theory of Modular Forms
Chapter 6. Representation of Numbers as Sums of Squares
Chapter 7. Arithmetic Progressions
Chapter 8. Applications
References
Back cover