The Greatest Newbie Guide to Study Summary Algebra "Summary Algebra A First Course by Dan Saracino"



The Greatest Newbie Guide to Study Summary Algebra ” Summary Algebra A First Course by Dan Saracino”

That is the e book I discovered Summary Algebra from years in the past. If I needed to decide a private favourite this may be it. In comparison with different books it is extremely simple to learn and I extremely advocate it if you’re simply beginning out. On this video I’m going over the professionals and cons of the e book.

Hyperlink to e book on amazon is: https://amzn.to/2BEEN8b
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I hope you discover this video useful and please go away any questions or feedback within the remark part beneath. Thanks:)

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18 thoughts on “The Greatest Newbie Guide to Study Summary Algebra "Summary Algebra A First Course by Dan Saracino"”

  1. In my little experience of student, this book looks intimidating! Took a course last year based on "basic algebra 1" by nathan jacobson and that was hard to digest, if there wasn't professor to explain the concepts i doubt i would have understood anything from the text only. This textbook reminds me of that: dense as hell, and few excercises to work with.
    A suggestion: I took another course of abstract algebra, and the book we used was "algebra e matematica discreta" (algebra and discrete matematics for engineers, mathematicians ecc.ecc), sorry it's writte in italian (i don't know anything about the eventual existence of other versions in foreign languages) but in that book there's a LOT of exercises, step by step solutions, and so on. I found it tricky by the first time i approched it, some years ago now, but i keep coming back to that book, soon or later, to check some basic results, and i find it super super clear. More than that i personally approve the choice of arguments that are contained, some other results like sylows groups may be difficult for a beginner

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  2. This was my undergraduate Modern Algebra text, too, albeit an earlier edition (the cover is green). I actually have this edition as well. I agree with you that it is lacking; I didn't know anything about rings until graduate school, but for group theory, this covers a lot of ground.

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  3. This book is perfect. Do you recommendations for linear algebra that is this concise and readable ? How about for number theory?
    I really like the tone and style this book was written in. Thanks.

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  4. There is also a book called enquiry based approach to abstract algebra. Though i havenot read it , but just glanced through it. They motivate every concept by some exercise which leads to that theorem

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  5. It seems like a really nice book. I would definitely read it if I had it (which I unfortunately don't). Anyway, I started with A Book of Abstract Algebra by Charles C. Pinter and it is also a great introduction. For me it is also interesting because it goes also into Galois theory, which is pretty neat.

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