About Us

Math shortcuts, Articles, worksheets, Exam tips, Question, Answers, FSc, BSc, MSc

More about us

Keep Connect with Us

  • =

Login to Your Account

An Introduction to the Theory of Numbers by Leo Moser




An Introduction to the Theory of Numbers - Table of Contents

  • 1. Compositions and Partitions
  • 2. Arithmetic Functions
  • 3. Distribution of Primes
  • 4. Irrational Numbers
  • 5. Congruences
  • 6. Diophantine Equations
  • 7. Combinatorial Number Theory
  • 8. Geometry of Numbers

What You Will Learn in An Introduction to the Theory of Numbers

An Introduction to the Theory of Numbers by Leo Moser is a concise and highly accessible textbook designed for undergraduate students and competitive mathematics enthusiasts. Serving as an essential entry-level reference, this volume provides a solid foundation for an introduction to the theory of numbers problem solving practice.

The book systematically covers fundamental topics including divisibility, prime numbers, linear and quadratic congruences, arithmetical functions, Diophantine equations, and continued fractions. By combining clear mathematical reasoning with elegant proofs, Moser enables readers to perform essential elementary number theory proofs with total confidence.

Widely appreciated for its direct structure and rich collection of challenging problems, this treatise remains a favorite among students preparing for mathematical competitions. Moser’s lucid presentation equips learners with vital analytical tools required for mastering classical number theory principles across pure mathematics.

Book Details & Specifications

Title: An Introduction to the Theory of Numbers by Leo Moser
Publisher: The Trillia Group
Year: 2011
Pages: 95
Type: PDF
Language: English
ISBN-10 #: 0471625469
ISBN-13 #: 978-0471625469
License: CC BY 4.0
Amazon: Amazon

About the Author: Leo Moser

The author Leo Moser (1921–1970) was a prominent Austrian-Canadian mathematician and Professor at the University of Alberta, renowned for his contributions to number theory, combinatorics, and geometry (notably the Moser's worm problem).

Throughout his academic career, Professor Moser was celebrated for his passion for problem-solving, providing generations of students with clear and inspiring elementary number theory study guides.


Free Number Theory Books PDF | Curated Academic Library Index

Algorithms for Modular Elliptic Curves - John Cremona
Learn how elliptic curves are computed using powerful algorithms in this classic number theory book by John E. Cremona.
Intro Number Theory & Cryptology - Jonathan Poritz | PDF
Learn number theory and cryptology with Jonathan Poritz’s textbook, covering congruences, primes, RSA, and Diffie-Hellman.
A Course in Algebraic Number Theory - Robert Ash | PDF
A free academic resource on algebraic number theory by Robert B. Ash, covering Dedekind domains and ideals.
An Introduction to the Theory of Numbers - Leo Moser | PDF
Download An Introduction to the Theory of Numbers by Leo Moser in PDF. Master divisibility primes congruencies diophantine equations easily.
Elementary Number Theory - William Stein | Free PDF
William Stein’s Elementary Number Theory teaches prime numbers, modular arithmetic, and cryptography concepts clearly.

Mathematics Book Categories

Algebra & Trigonometry
Precalculus
Basic Algebra
Trigonometry
Calculus
Calculus with Analytical Geometry
Single Variable Calculus
Differential Calculus
Integral Calculus
Multivariable Calculus
Advanced Calculus
Calculus of Variation
Geometry
Elementary Geometry
Analytic Geometry
Differential Geometry
Algebraic Geometry
Non Euclidean Geometry
Computational Geometry
Topology
Linear Algebra
Linear Algebra (Introduction)
Matrix Algebra
Discrete Mathematics
Probability & Statistics
Introductory Statistics
Probability & Stochastic
Mathematical Statistics
Statistical Learning
Bayesian Statistics
Applied Statistics
Mathematical Analysis
Real Analysis
Complex Analysis
Fourier Analysis
Functional Analysis
Abstract Algebra
Applied Mathematics
Mathematical Methods
Differential Equations
Computational Mathematics
Numerical Analysis
Mathematical Modeling
Mathematical Physics
Engineering Mathematics
History of Mathematics

.