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- Published on: 1796
- Binding: Paperback
Customer Reviews
Most Helpful Customer Reviews
8 of 8 people found the following review helpful.
By A customer
Well-written, a good introduction to a mathematical research topic that requires only high-school level mathematics as background. Includes good applications to biology and chemistry, and written with a friendly, easy-going style.
6 of 7 people found the following review helpful.
By Matt Westwood
I think I need to go away and work at this a bit more. I've come into this from a graph theory module at undergrad level, and a certain amount of abstract algebra at (probably) masters level, but I just haven't managed to break through this yet.The problem's either with me, or with the exposition. I'm going to have to give it another go.All the same, it's well and entertainingly written, just that I haven't a clue what it's on about.
1 of 1 people found the following review helpful.
By Ian Wright
I bought this book following on from an undergraduate topology course in which I enjoyed the geometric topology, and knot theory seemed a reasonable next step. It really is a basic introduction to the topic - I now have a good idea about the various ways to describe knots and determine if 2 knots are the same, and I know the difference between knots, links and braids.It is fairly well written, but at times seems a bit disconnected. It certainly gave me what I wanted on the subject without either being too basic or too technical.The title of my review? The cover of the book, if you miss out the subtitle, looks just like the sort of thing you might buy for a budding ship's captain so he can rig his sails properly. It isn't.
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