## Liouville closure?

Since $\K$ is not closed under exponentiation, it is fair to ask whether the Liouville closure of $\K$ is again an Ilyashenko field. This appears to be the case; indeed, working with Margaret Thomas, we conjecture that if $(\la, \M, T)$ is any Ilyashenko field with $\M$ the set of (not necessarily convergent) LE-monomials, then…

## A very brief history of this blog

…and very brief it is—since I only started this blog in January 2015. It arose out of my attempt to finally make good on my promise (to nobody in particular, really) to write a sequel to Lou’s book. The idea of this sequel is to present the main ideas used in the construction of o-minimal…