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- W2952620199 abstract "In this paper we present a survey concerning unconstrained free boundary problems of type $$ left{ begin{array}{ll} F_1(D^2u,nabla u,u,x)=0 & text{in }B_1 cap Omega , F_2 (D^2 u,nabla u,u,x)=0 & text{in }B_1setminusOmega , u in mathbb{S}(B_1), end{array} right. $$ where $B_1$ is the unit ball, $Omega$ is an unknown open set, $F_1, F_2$ are elliptic operators (admitting regular solutions), and $mathbb{S}$ is a functions space to be specified in each case. Our main objective is to discuss a unifying approach to the optimal regularity of solutions to the above matching problems, and list several open problems in this direction." @default.
- W2952620199 created "2019-06-27" @default.
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- W2952620199 date "2018-05-24" @default.
- W2952620199 modified "2023-10-01" @default.
- W2952620199 title "An overview of unconstrained free boundary problems" @default.
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