Homological Algebra [Henri Cartan, Samuel Eilenberg] on *FREE* shipping on qualifying offers. This work has been selected by scholars as. Homological algebra. By Henri Cartan and Samuel Eilenberg. Prince- ton, The Princeton University Press, 15+ pp. $ At last this vigorous and. OK, I am looking at Cartan and Eilenberg Homological Algebra book (, printing). Chapter V.9, p97 they define functors T(-,-) of type L.

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I own a few newer books on the same topic that are more modern and quicker, but I think this book is more logically intuitive, at least to me. Complicated theorems do not just pop out of thin air, and proofs aren’t overly concise. It’s true that sometimes this book takes extra steps to build definitions that you don’t really need eventually, but these extra steps make it more apparent why amazing results were expected in the first place.

In a sense, this book makes amazing results less amazing. I personally don’t find much trouble with antiquated terms. It doesn’t take excessive amount of memory or thinking to map the terms from book to book.

And I don’t think this book deviates that much from more modern books. Although I did say this book is more intuitive than some newer books, I can’t really recommend this book as a first book on this subject. The same thing applies here. You might want to pick up newer books first to learn about computation and available tools, then you go back to this book to understand what’s actually going on.


But if you can put yourself in a hypothetical position where you’re going to develop homological algebra so you already have some goals and ideas toward solutions in mindyou would find this book much more intuitive than most newer books.

One person found this helpful. Haven’t looked at it too much yet. It’s used but it is in good shape. Eilenberg are the authors. I believe this is volume 19 of the Princeton Math. The authors are H.

Cartan is one of E. Excellent very interesting book. See all 4 reviews. There’s a problem loading this menu right now. Learn more about Amazon Prime.

Homological Algebra – Scholar’s Choice Edition

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