Mathematics and comics

Rather a long time ago now I was in love with mathematics enough to study it at university. I've forgotten most of what I learned there, I cannot even understand the language any more, but the fondness remains.

Another passion that developed at university was for comics. So when I saw that Comica were doing a talk on mathematics and comics I just had to go.

The talk was on the new graphic novel Logicomix and was with the writer and artist on the comics side and the only mathematician anybody knows, Marcus du Sautoy, on the other.

What followed was another exhilarating talk. This was partly due to Marcus' questioning which showed his interest in storytelling, just as he did a year ago at the Royal Society. But good conversations need all participants to play their parts well and author Apostolos Doxiadis and artist Alecos Papadatos certainly did this with their erudite explanations and insights.

The talk itself would have made it a great evening but the icing on the cake was to get Marcus du Sautoy to sign one of his books and Apostolos Doxiadis and Alecos Papadatos to sign my newly purchased copy of Logicomix. Another Xmas present in the waiting.

I was also able to catch organiser Paul Gravett to thank him for the excellent Comica season; thanks I am delighted to repeat here.

Telling stories with numbers, telling stories with words

As a mathematician by training, and inclination, who is employed to exploit words, a talk entitled "Telling stories with numbers, telling stories with words" was always going to interesting.

I was also interested in the possible Knowledge Management (KM) connections as story telling has been a hot topic there for some years.

But let's start with the geeky stuff first. The map shown here is taken from my iPod touch. When at home and on the wi-fi network I can use the maps application to find out where I am going and then save that map as a photograph so that I can access it later when offline. Simple, but very useful.

The talk was hosted by the Royal Society and was in the form of a conversation between Mark Haddon (author of The Curious Incident of the Dog in the Night Time) and Marcus du Sautoy (ubiquitous maths guy) on the similarities and differences between their two practices.

I am not sure that I agree with all of their observations but it was interesting to hear how they see things.

The main difference between the two was that story telling with words was seen as a open world where gaps are left deliberately for the reader's imagination to fill and where the story never really ends whereas as mathematics has to be precise so that all readers get the same message and the story ends with a firm statement, e.g. a proof.

The point was also well made that the mathematics invented (or discovered, perhaps) by the Ancient Greeks is still used today, and always will be, whereas their stories are mostly forgotten.

From a KM perspective, the aim of literature seemed almost to be the antithesis of KM in that the aim is to have uncertainty but in maths it was interesting to hear Marcus du Sautoy describe how he goes from having his original ideas, to sharing them with a small number of people who can understand what he is on about (the arm waving stage) and then writing them down in an academic paper that any mathematician can understand.

Like all good conversations it was inconclusive but it was well worth listening to for an hour and it gave the 200 or so eavesdroppers a few things to think about.

Welcome to the multiverse!

This imagining of the multiverse as snowflake in 196,833 dimensional spaces comes from the excellent Planetary by Warren Ellis and John Cassaday, which was first published as a regular comic in 1999 but my version is the large hardback collection Absolute Planetary.

This gets a worthy mention in my blog now as it was referred to surprisingly (to me!) in one of my regular podcasts this week.

Most of my podcasts are about business, current affairs or science and the most sciency of the science podcasts is Material World from the BBC. Because it is the one that is the most technical it is also the one that I enjoy the most.

One of the topics this week was symmetry, based on the book Finding Moonshine by Marcus du Sautoy (hardly my favourite mathematician but it is good to see mathematics getting some coverage in the media), and this looked at symmetry in various dimension.

In 2 dimensions (flat surfaces) this is rather easy and it's not much harder in three (our world as we see it) but in larger dimensions things get a lot more complex.

The topic was opened by the presenter, Quentin Cooper, quoting from Planetary, i.e. the page above, and then explaining that this is a genuine multiverse theory, thereby combining my loves for science and comics in one act. Superb!