Abstract or Additional Information
Abstract: In this talk, some recent results on the regularity theory of quasilinear subelliptic equations shall be presented.
The main prototype of such equations is the p-Laplacian equation defined on vector fields which, together with their commutators,
span the tangent space at every point. I shall illustrate the proof of weak solutions being locally C^1,\alpha for every 1<p<\infty.
This is a joint work with Giovanna Citti.