### Monsters

As recommended on NeverEndingBooks, the book Symmetry and the Monster by M. Ronan is a great read. I stood in a bookshop and read most of it, which didn't take too long because it is relatively short.

The word Monster refers to the group of that name. Ronan goes into Borcherds' proof of the Conway-Norton conjecture. Here is a nice 2 page article by Borcherds himself. It involves the j invariant, which came up in this recent PF thread. Physicists are interested in the Monster because of its connection with bosonic String theory. See for example the work of Tuite on genus 2 CFT.

Ronan doesn't go into that much mathematics, but he does mention some really wonderful stuff, like the Leech lattice, or the fact that the sum of the first 24 squares is the same as 70 squared!

The word Monster refers to the group of that name. Ronan goes into Borcherds' proof of the Conway-Norton conjecture. Here is a nice 2 page article by Borcherds himself. It involves the j invariant, which came up in this recent PF thread. Physicists are interested in the Monster because of its connection with bosonic String theory. See for example the work of Tuite on genus 2 CFT.

Ronan doesn't go into that much mathematics, but he does mention some really wonderful stuff, like the Leech lattice, or the fact that the sum of the first 24 squares is the same as 70 squared!

## 1 Comments:

\sum{1}{24}n^2 = {70}^2. Whew, too difficult! Now you know why I want equations on blogger.

I left a comment earlier. did it get through?

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