Oblique boundary value problems for augmented Hessian equations I
In this paper, we study global regularity for oblique boundary value problems of augmented Hessian equations for a class of general operators. By assuming a natural convexity condition of the domain together with appropriate convexity conditions on the matrix function in the augmented Hessian, we develop a global theory for classical elliptic solutions by establishing global a priori derivative estimates up to second order. Besides the known applications for Monge–Ampère type operators in...[Show more]
|Collections||ANU Research Publications|
|Source:||Bulletin of Mathematical Sciences|
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