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Good day,
Did anyone here use Serge Lang's "Algebra" as an undergraduate text?
Did anyone here use Serge Lang's "Algebra" as an undergraduate text?
Serge Lang's "Algebra" is not recommended as a primary textbook for undergraduate algebra courses due to its lack of examples and accessibility for beginners. Users suggest Mike Artin's "Algebra" as a better alternative, despite its terseness, and Dummitt and Foote's text for its clear exercises. The discussion emphasizes that while Lang's book contains valuable insights, it is inadequate for first-time learners of abstract algebra. Students are advised to seek supplementary texts for better understanding.
PREREQUISITESUndergraduate students in abstract algebra courses, educators seeking effective teaching materials, and anyone looking to enhance their understanding of algebraic concepts.
Ok well unfortunately, it's not my decision. I was just wondering. I am in an undergraduate abstract algebra class which is using this.mathwonk said:I did not do this and I do not recommend anyone else do it either. The last time I tried to teach from this book to a graduate level algebra class, it blew them away. Briefly there are almost no examples, hence the beginner does not learn much. I recommend Mike Artin's book, Algebra, and even that is a bit terse for a beginner, but well written and full of interesting examples. Dummitt and Foote has great exercises and clear statements, but some of the proofs seem unenlightening to me.
Yes, it's the graduate level text. I believe he does have an undergraduate text though ( maybe a typo on the college website). I am planning on using a secondary algebra text to reference. I'll look into Artin and Dummit and Foots texts. Thanks!mathwonk said:I am mind boggled. of course I hasten to say a good professor can lecture in a way that makes any class work, amd the book can be used cleverly as backup. But I recommend strongly that you obtain a different book for support. There are some really good things in Lang, but if this is your first encounter with abstract algebra, it is definitely not adequate. Just to be clear, you are talking about the gradiuate algebra book right? Or does he ahjve another book?