Pages: 368 (Paperback) ISBN: 000724181X Pub: HarperPerennial Pub date: 2007-02-05 Amazon.co.uk Sales Rank: 8034
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Reader Reviews:Fermat's Last Theorem (0/0 people found this helpful)an interesting book about Mathematics and about mathematicians both the famous and not so famous Dreams come and go, but mathematics is there forever (0/0 people found this helpful)One of my dreams is to understand the proof of this theorem. (Another is to prove the Riemann conjecture, but that's a different history book.) Reading this one didn't get me anywhere nearer this, but on the other hand, neither did the book I got which purports to explain it in some mathematical detail.
Brilliant (0/0 people found this helpful)The best bit about this book is that it is about people, crazy, clever, sad, mad and then about the numbers they were interested in. It really woke an interest in something I was not interested in. Going against the grain here... (0/1 people found this helpful)But I've got to say that I didn't really enjoy this book. There were areas that I thought should have been explored and explained more thoroughly, while some parts just got too much coverage.
Good, but inferior to "The Code Book" (1/1 people found this helpful)As did most other readers, I thoroughly enjoyed Simon Singh's "Fermat's Last Theorem". Singh uses this holy grail of mathematics to provide an entertaining account of the history of number theory as well as a more detailed description of the years immediately surrounding Andrew Wiles' final proof. This is the second Simon Singh book I've read, the first being "The Code Book". The problem of this compared to "The Code Book" is that it feels rather less interactive and complete. In "The Code Book" Singh manages to really involve the reader in the encryption and code breaking process and only very rarely skips ideas and concepts that are too complicated for the intention of the book. In "Fermat" this is not really the case. We never truly gain an understanding of how Fermat's Last Theorem was actually proved, only a very broad survey of the people and concepts that paved the way. I understand that it is no easy task to present cutting edge mathematics in an easily digestible format, but it seems that once Singh gets into the 20th century he gives up altogether. There are plenty of mathematical appendices to the book, but most of them deal with old Greek proofs of Pythagoras and incidental forays into Game Theory, and not one of them relates to the mathematics directly required in proving Fermat.
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Books -> Subjects -> Science & Nature -> Mathematics -> History of Mathematics
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