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Elementary Number Theory
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This book is intended for an introductory course in number theory, primarily taken by mathematics majors. The author wrote the text with four main goals in mind. He wrote a book that is both easy to read and easy to teach from. The author also aims to ease students into using proofs, and to develop a self-confidence in mathematics surrounding the difficulty of mathematical proof. Although the main users of this text will be mathematics students, a large audience could easily use the book.Table of contents:0 What is Number Theory? 1 Divisibility 2 Prime Numbers 3 Numerical Functions 4 The Algeb...
This book is intended for an introductory course in number theory, primarily taken by mathematics majors. The author wrote the text with four main goals in mind. He wrote a book that is both easy to read and easy to teach from. The author also aims to ease students into using proofs, and to develop a self-confidence in mathematics surrounding the difficulty of mathematical proof. Although the main users of this text will be mathematics students, a large audience could easily use the book.
Table of contents:
0 What is Number Theory? 1 Divisibility 2 Prime Numbers 3 Numerical Functions 4 The Algebra of Congruence Classes 5 Congruences of Higher Degree 6 The Number Theory of the Reals 7 Diophantine Equations
Table of contents:
0 What is Number Theory? 1 Divisibility 2 Prime Numbers 3 Numerical Functions 4 The Algebra of Congruence Classes 5 Congruences of Higher Degree 6 The Number Theory of the Reals 7 Diophantine Equations