
Galois Groups and Fundamental Groups
Author:
Tamas Szamuely
Language:
The first three chapters may be read by anyone acquainted with basic field
theory, point set topology and the rudiments of complex analysis. Chapter
4 already treats algebraic geometry, but is meant . . . . . 
Introduction to Abstract Algebra
Author:
Malik, Mondeson, Sen
Language:
This book is intended for a oneyear introductory course in abstract algebra with some topics of an
advanced level. Its design is such that the book can also be used for a onesemester course. The bo . . . . . 
Generic Polynomials: Constructive Aspects of the Inverse Galois Problem
Author:
By Christian U. Jensen, Arne Ledet, and Noriko Yui
Language:
This book describes a constructive approach to the inverse Galois problem:
Given a ﬁnite group G and a ﬁeld K, determine whether there exists a Galois
extension of K whose Galois group . . . . . 
Abstract Algebra: The Basic Graduate Year
Author:
Robert B. Ash
Language:
Contents: Prerequisites; Group Fundamentals; Ring Fundamentals; Field Fundamentals; Module Fundamentals;
Enrichment; Some Basic Techniques of Group Theory; Galois Theory; Introducing Algebraic Number . . . . . 
Intro to Abstract Algebra
Author:
Paul Garrett
Language:
Contents: Basic Algebra of Polynomials
(2) Induction and the Wellordering Principle
(3) Sets
(4) Some counting principles
(5) The Integers
(6) Unique factorization into primes
(7) (*) Prime Num . . . . . 
Elements of Abstract and Linear Algebra
Author:
Edwin H. Connell
Language:
Contents: Background and Fundamentals of Mathematics; Groups; Rings; Matrices and Matrix Rings; Linear Algebra. 
Abstract Algebra
Author:
David R. Wilkins
Language:
Lecture notes about Abstract Algebra, contents: Number Theory, Group Theory, Galois Theory, A collection of problems. 
Elementary Abstract Algebra
Author:
W. Edwin Clark
Language:
Contents: Binary operations; Introduction to groups; The symmetric groups; subgroups; The group of units of Zn; Direct products of groups; Isomorphism of groups; Cosets and Lagrange's Theorem; Introdu . . . . . 
Incomplete Notes on Fraleigh’s Abstract Algebra
Author:
Afra Zomorodian
Language:
Contents: A Few Preliminaries; ntroduction to Groups; Homomorphisms and Fact; Advanced Group Theory; Introduction to Rings and Fields; Factor Rings and Ideals; Factorization; Extension Fields. 
Applied Abstract Algebra
Author:
D. Joyner, R. Kreminski, J. Turisco
Language:
Contents: Some elementary number theory; Polynomials, rings and fields; Errorcorrecting codes; Permutations; An introduction to groups; Special projects: Codes. 