Title: Regularity estimates for the doubly nonlinear fractional p-Laplace equations (9.00am sharp)
This talk provides some regularity estimates of the doubly nonlinear fractional p-Laplace equations. In particular, I will focus on the homogeneous doubly nonlinear equation and present a new type of expansion of positivity with a nonlocal term. These results are naturally extended to some parabolic De Giorgi classes. If there’s time left, I would like to talk about the fractional p-Sobolev flow, which is a nonlinear generalization of the fractional Yamabe flow on a bounded domain in the Euclidean space.
Observe that the starting time is 9.00am sharp.