Skip to main content

1089 and All That – David Acheson *****

I really don’t know what’s happened to OUP – there was a time when this academic publisher had great ideas for science books, but the books themselves were practically unreadable. Now they’ve had a string of top notch titles – to which this is both a recent and an early addition, as the first edition of this book slipped under the radar back in 2002, but now it’s out in paperback and ready to wow a wider audience.

For non-UK (and younger) readers, the title is a play on 1066 and All That, a humorous book on history that was very popular in the 1950s. Here, though, the topic is mathematics, and rather than mock the subject, as 1066 does, the approach here is to demonstrate the delight of maths done right. The author could just have easily gone for a 1970s appeal and called this The Joy of Maths – because a joy it truly is.

There is a slightly dated feel about the book, both in its presentation and style that, for me at least, is not a bad thing, but rather 100% nostalgia. It starts with a reference to the I-Spy books, a big part of my childhood. And then there are the illustrations. When I was young my father subscribed to a magazine called the Model Engineer. Usually full of serious articles about doing things with lathes to produce working scale models of steam engines, it was dull as ditchwater for me and I avoided it like the plague, except the Christmas edition. Here there was usually a story of the adventures of a lunatic model engineer, building the kind of contraptions that would later feature on Wallace and Grommit. The illustrations were surreal photographs that were somehow old fashioned and downright weird at the same time – and that’s exactly the same feel the illustrations here have. On one page we’ll have a cartoon, on another a photograph of a model railway, on one of the buildings of which is a poster announcing ‘Brighten your day the Geometry way!’

However, this period feel doesn’t extend to a dull approach to the topic – instead, David Acheson really does make maths – and it’s by no means all fun, recreational maths, but often the real thing – both approachable and entertaining. There are snippets of geometry and algebra, infinite series and chaos theory, trigonometry and the Indian rope trick (no, really, there is applied maths here, in a very strange way). There’s no attempt to cover any of these topics in depth – we just get a quick feel for them, plus one or two illustrations of particularly interesting, mindbending, useful, or just strange applications. I was least enthusiastic about the trigonometry, but most of it just shot past in an entertaining stream.
Popular maths is not easy to do, but David Acheson has really achieved it with this pocket-sized gem of a book. I read it in one sitting, and I think you will too.
Paperback:   
Kindle 
Using these links earns us commission at no cost to you
Review by Brian Clegg - See all Brian's online articles or subscribe to a weekly email free here

Comments

Popular posts from this blog

Roger Highfield - Stephen Hawking: genius at work interview

Roger Highfield OBE is the Science Director of the Science Museum Group. Roger has visiting professorships at the Department of Chemistry, UCL, and at the Dunn School, University of Oxford, is a Fellow of the Academy of Medical Sciences, and a member of the Medical Research Council and Longitude Committee. He has written or co-authored ten popular science books, including two bestsellers. His latest title is Stephen Hawking: genius at work . Why science? There are three answers to this question, depending on context: Apollo; Prime Minister Margaret Thatcher, along with the world’s worst nuclear accident at Chernobyl; and, finally, Nullius in verba . Growing up I enjoyed the sciencey side of TV programmes like Thunderbirds and The Avengers but became completely besotted when, in short trousers, I gazed up at the moon knowing that two astronauts had paid it a visit. As the Apollo programme unfolded, I became utterly obsessed. Today, more than half a century later, the moon landings are

Space Oddities - Harry Cliff *****

In this delightfully readable book, Harry Cliff takes us into the anomalies that are starting to make areas of physics seems to be nearing a paradigm shift, just as occurred in the past with relativity and quantum theory. We start with, we are introduced to some past anomalies linked to changes in viewpoint, such as the precession of Mercury (explained by general relativity, though originally blamed on an undiscovered planet near the Sun), and then move on to a few examples of apparent discoveries being wrong: the BICEP2 evidence for inflation (where the result was caused by dust, not the polarisation being studied),  the disappearance of an interesting blip in LHC results, and an apparent mistake in the manipulation of numbers that resulted in alleged discovery of dark matter particles. These are used to explain how statistics plays a part, and the significance of sigmas . We go on to explore a range of anomalies in particle physics and cosmology that may indicate either a breakdown i

Splinters of Infinity - Mark Wolverton ****

Many of us who read popular science regularly will be aware of the 'great debate' between American astronomers Harlow Shapley and Heber Curtis in 1920 over whether the universe was a single galaxy or many. Less familiar is the clash in the 1930s between American Nobel Prize winners Robert Millikan and Arthur Compton over the nature of cosmic rays. This not a book about the nature of cosmic rays as we now understand them, but rather explores this confrontation between heavyweight scientists. Millikan was the first in the fray, and often wrongly named in the press as discoverer of cosmic rays. He believed that this high energy radiation from above was made up of photons that ionised atoms in the atmosphere. One of the reasons he was determined that they should be photons was that this fitted with his thesis that the universe was in a constant state of creation: these photons, he thought, were produced in the birth of new atoms. This view seems to have been primarily driven by re