Mathematics Faculty Research
Interior Second Derivative Estimates for Solutions to the Linearized Monge-AmpèRe Equation
Let be a bounded convex domain and be a convex function such that is sufficiently smooth on and the Monge-Ampère measure is bounded away from zero and infinity in . The corresponding linearized Monge-Ampère equation is . . .
Transactions of the American Mathematical Society
Gutierrez, Christian E. and Nguyen, Tryen, "Interior Second Derivative Estimates for Solutions to the Linearized Monge-AmpèRe Equation" (2015). Mathematics Faculty Research. 5.