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About For Books Student Solutions Manual for Gallian's Contemporary Abstract Algebra, 9th Best
Genres: Mathematics. Although I wrote the first edition of this book more than thirty years ago, my goals for it remain the same. I want students to receive a solid introduction to the traditional topics. I want readers to come away with the view that abstract algebra is a contemporary subject—that its concepts and methodologies are being used by working mathematicians, computer scientists, physicists, and chemists. I want students to see the connections between abstract algebra and number theory and geometry.
Contemporary Abstract Algebra is a great tool for teachers and researchers of the subject as it provides detailed explanations of important concepts related to the subject. The study of algebraic structures like modules, groups, fields and rings is known as abstract algebra. Contemporary Abstract Algebra is well-structured and divided into five sections. The first section deals with Integers and Equivalence Relations, and makes readers aware of the basic features of the concepts. The book then goes on to describe different types of groups such as permutation, finite, and cyclic groups. It also provides thorough explanations of theorems.
If you want to learn abstract algebra for the first time and you're anything like me, don't just read a book about it. It'll start to sound like a bunch of abstract nonsense. Eventually you'll have the skills needed to "bring it alive" for yourself with a set of concrete examples that you'll learn to refer to again and again. I would recommend starting by watching some lectures about it you can find some here  under the lecture schedule. I don't see how a lecture would improve things over a book assuming you still can't ask questions , though it does of course depend on the book. I'd just pick up Pinter's 'Abstract Algebra'—lots of good concrete examples, one of most readable math texts in any subject I've come across.
Although abstract algebra is primarily a course that emphasizes theory and proofs, ment the textbook “Contemporary Abstract Algebra” by Joseph A. Gallian.
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