Evans-Krylov Estimates for a nonconvex Monge-Ampère equation
arXiv:1410.2911
Abstract
We establish Evans-Krylov estimates for certain nonconvex fully nonlinear elliptic and parabolic equations by exploiting partial Legendre transformations. The equations under consideration arise in part from the study of the "pluriclosed flow" introduced by the first author and Tian
21 pages