Abstract Algebra

I am midway through my second semester of undergraduate algebra using this textbook, but I have been reading ahead and just finished the final chapter. While it gets a little rocky at some points in the later chapters, overall it is very clear and well written. I don't have a lot to write about this book, but part of the reason for that is that when reading textbooks, the bad stands out a lot more than the good does, and so a good textbook leaves you with little to review. The book takes a very number-theoretic approach to algebra, which I personally find somewhat dry, but that's simply a matter of opinion.

Book arrived in excellent condition and very timely manner. Will definitely check out for further textbook purchases.

This is the best introductory text I've read. I like it much better than Durbin, and it's easier to read than Herstein (though Herstein is still a great book!). The author takes a lot of time explaining proofs in the beginning. Over time, they leave more to the reader. The exercises are bountiful, and I often find a few interesting ones in each section. I highly recommend this text to anyone interested in higher mathematics. It's very thorough, yet very readable.

Not only is the best book I have seen on Abstract Algebra, this is the best mathematics book I own. I have used it as a suppliment while studying, in research, and in teaching. It is clear and readable. The authors also have a wonderful web site with scores of resources on the subject.

This excellent book was my textbook for 2 semesters of senior level abstract algebra. The unique feature of this book is that elementary number theory, equivalence relations, and permutations are carefully introduced at the beginning. Other books launch right into groups and then have to make long digressions to cover these topics. Comparing this book to the best-selling Contemporary Abstract Algebra by Joseph Gallian, I like that Gallian's book adds many applications which students will find interesting. However, Beachy and Blair's book puts a greater emphasis on developing student's ability to do proofs. The book also incorporates more number theory than many other texts. Answers to selected problems are included, so I recommend this book for self study as well as a textbook for any undergraduate abstract algebra course.