Saturday, April 11, 2009

Something novel...

Well, read the tagline to this blog carefully enough and you'll note that it does say "maths teacher goes to the movies... and elsewhere." So, whilst my film viewing is going through a bit of a dry spell, here's a quick review of the novel "PopCo" by Scarlett Thomas, on account of it having a fair bit of maths in it.

Thomas came to some fame relatively recently via her book "The End of Mr Y", which had a red cover and black-edged pages and was well-received. I never quite got round to reading it, but then I saw this book and was interested by all the maths links therein. And, of course, any book that gets an approving cover quote from Jonathan Coe has to be worthy of some attention. This is actually an older novel, repackaged with a blue cover and blue-edged pages. See what they're trying to do there? I tell you, the folks at Canongate books never miss a trick to shift some stock.

So, the book: the main character is called Alice and works for a global toy company (the eponymous PopCo) where she creates children's kits with a spy & code-breaking theme. She's off on a company creative weekend and starts receiving mysterious coded messages... now read on.

Or not. The book is fine but by heck it gets worthy the further in you go. What's that you say, Scarlett? Global corporations are bad? Well shucks and gollee, who knew? It also a bit of a puff piece for homeopathic remedies - aye, right - but Alice herself is an intriguing character with a good back-story which (this being a modern novel) it takes most of the book to discover fully.

How's the maths?
Well, this is definitely the saving grace. As far as I can tell Thomas doesn't have a maths background but she's done her homework well enough and there are several good passages dealing with all manner of codes, as well as Godel's Incompleteness Theorems and the Riemann Hypothesis, in a cheerfully non-technical manner that deserves praise.

And besides, how can you not like a book that has a maths-related cryptic crossword towards the end? For what it's worth, I'm still stuck on 1 across...

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