Dates: 13/07/2015 - 17/07/2015 (5 sessions)
Time: 9:30 - 10:30 (a total of 5 hours)

The classical Calderón-Zygmund theory is bound to provide optimal integrability and differentiability results for solutions to linear elliptic and parabolic equations. In the last years there has been a great development on a nonlinear version of such theory. This applies to nonlinear equations and has large and natural intersection with nonlinear potential theory. In the mini course I will outline the main results of this new and yet developing topic.

*Inscription is required: So as to inscribe send an e-mail to ha-pde@bcamath.org