An Introductory Course in Elementary Number Theory
Dublin Core
Title
An Introductory Course in Elementary Number Theory
Subject
Elementary Number Theory
Description
Integers are the building blocks of the theory of numbers. This chapter contains somewhat very simple and obvious observations starting with properties of integers and yet the proofs behind those observations are not as simple. In this chapter
we introduce basic operations on integers and some algebraic definitions that will be necessary to understand basic concepts in this book. We then introduce the Well ordering principle which states basically that every set of positive integers
has a smallest element. Proof by induction is also presented as an efficient method for proving several theorems throughout the book.
we introduce basic operations on integers and some algebraic definitions that will be necessary to understand basic concepts in this book. We then introduce the Well ordering principle which states basically that every set of positive integers
has a smallest element. Proof by induction is also presented as an efficient method for proving several theorems throughout the book.
Creator
Wissam Raji
Source
https://resources.saylor.org/wwwresources/archived/site/wpcontent/uploads/2013/05/AnIntroductoryinElementaryNumberTheory.pdf
Date

Contributor
Baihaqi
Rights
Creative Commons
Format
PDF
Language
English
Type
Textbook
Files
Collection
Citation
Wissam Raji, “An Introductory Course in Elementary Number Theory,” Open Educational Resource (OER)  USK Library, accessed November 3, 2024, http://uilis.usk.ac.id/oer/items/show/2637.