Can I read Second order regularity for degenerate p-Laplace type equations with log-concave weights on EtoBox?

Second order regularity for degenerate p-Laplace type equations with log-concave weights by Antonini, Carlo Alberto; Ciraolo, Giulio; Pagliarin, Francesco is a scholarly article available to read on EtoBox.

What is Second order regularity for degenerate p-Laplace type equations with log-concave weights about?

We consider weighted p-Laplace type equations with homogeneous Neumann boundary conditions in convex domains, where the weight is a log-concave function which may degenerate at the boundary. In the case of bounded domains, we provide sharp global second-order estimates. For unbounded domains, we prove local estimates at the boundary. The results are new even for the case p = 2.

Author

Antonini, Carlo Alberto; Ciraolo, Giulio; Pagliarin, Francesco

Published

2025

Language

EN