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Discrete Mathematics Paperback – 3 December 2013
by
Biggs
(Author)
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Discrete Mathematics 2Nd Edn by Biggs, Oxford University Press, 2013, Paperback, 9780198713692
- ISBN-10019871369X
- ISBN-13978-0198713692
- EditionSecond
- PublisherOxford University Press
- Publication date3 December 2013
- LanguageEnglish
- Dimensions20 x 14 x 4 cm
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Product details
- Publisher : Oxford University Press; Second edition (3 December 2013)
- Language : English
- ISBN-10 : 019871369X
- ISBN-13 : 978-0198713692
- Item Weight : 870 g
- Dimensions : 20 x 14 x 4 cm
- Country of Origin : India
- Best Sellers Rank: #239,062 in Books (See Top 100 in Books)
- #2,007 in Mathematics (Books)
- #2,946 in Computer Science Textbooks
- Customer Reviews:
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27 global ratings
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Reviewed in India 🇮🇳 on 8 August 2021
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There is no need to review the best piece written for the undergraduate mathematics and computer science students. The book has everything from good example to great practise problems. The MRP is 395 and if you can get a copy offline please grab it with a possible discount of upto 10 percent. I bought it off Amazon and paid 160 extra delivery costs. So, in all a bit on the expensive side.
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Reviewed in India 🇮🇳 on 2 March 2022
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The book is nice, very useful for an undergraduate course. But around 10 pages of my copy were blank. We requested a replacement but seller did not replace.
Reviewed in India 🇮🇳 on 4 May 2021
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... an Excellent text. The presentation is extremely lucid and i would encourage everyone interested in Discrete Mathematics and Computer Science to read this text if they are serious about the subject ...
Reviewed in India 🇮🇳 on 1 December 2019
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Good
Reviewed in India 🇮🇳 on 15 September 2014
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Good
Top reviews from other countries

Manuel Borges
4.0 out of 5 stars
Papel very thin, almost transparent
Reviewed in Spain 🇪🇸 on 17 April 2018Verified Purchase
Everything went well with seller and item arrived well packaged even though it had a "dent" on one corner.
The only thing I would consider to mention is the paper of the book. It's beyond thin, its so thin that when reading you can see what's on the back side of the page.
Overall good experience.
The only thing I would consider to mention is the paper of the book. It's beyond thin, its so thin that when reading you can see what's on the back side of the page.
Overall good experience.

John Robert Kennedy
5.0 out of 5 stars
The very best of discrete math books
Reviewed in the United States 🇺🇸 on 3 October 2017Verified Purchase
This has to be the best book on Discrete Math that I own, and I own quite a few. I was particularly interested in how the author would handle modular arithmetic and finite fields. One of the issues with these two topics are the notations that are used. I was overjoyed by his discussion of equivalence classes and his notation for them and then his explaining why and how the required awkward notations might later be simplified. Too many authors immediately employ shortcut notations that cheat students of the underlying complications that will confuse students later on. There are two other aspects of the text that are significant. First, the author has a really deep understanding of the broad range of topics that he writes about. He is a master at organizing and relating topics. His examples are always significant but never overly simple and they have a quality that later lead to other important results. Second, this author covers a very broad range of topics, several of which don't appear anywhere else. The content can always be related to computer applications and algorithms and anyone studying computer science would be well advised to first read this book. I only wished I had purchased this text long before now. I highly recommend this book to anyone interested in math and computer science. This text may help any reader appreciate why abstract algebra is important.
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