num_pages: 273
description: This Book Puts The Elementary Theory Of Numbers In A Logical Form, Starting From The Three Fundamental Ideas Of Number, Equality And Sum, With Their Axioms, Building Up A System Of Theorems On These Fundamental Ideas, And Then, By As Natural A Process As Possible, Introducing The Derived Ideas Of Greater, Less, Difference, Integer, Product, Quotient, And So Forth. An Unabridged Printing, With All Text Digitally Enlarged: Fundamental Ideas, Axioms, Definitions, Number, Equality, Addition - Subtraction, Greater, Less, Difference - Positive Integers, Zero, Negative Integers - Multiplication - Numerical Value - Divisibility, Factors, Quotient - Factors - Greatest Common Factor - Least Common Multiple - Congruence - Index' to
language: English
title: Elements of the Theory of Integers
titlecomplete: Elements of the Theory of Integers
publisher: Scholarly Publishing Office, University of Michigan Library