Abstract Algebra: Preliminaries

From Department of Mathematics at UTSA

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Contents

1 Natural numbers
2 Integers
3 Division algorithm
4 Congruence modulo m
5 Algebra on $\mathbb {Z} _{m}$
6 GCD, LCM, and Bézout's identity
7 Primes
- 7.1 Euclid's Lemma
8 Fundamental Theorem of Arithmetic
9 Licensing

Natural numbers

Integers

Division algorithm

Congruence modulo m

Algebra on $\mathbb {Z} _{m}$

GCD, LCM, and Bézout's identity

Primes

Euclid's Lemma

Fundamental Theorem of Arithmetic

Licensing

Content obtained and/or adapted from:

[] under a CC BY-SA license

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