Published Paper
Inserted: 3 sep 2009
Last Updated: 18 feb 2015
Journal: Differential and Integral Equations
Volume: 23
Number: 1--2
Pages: 51-60
Year: 2010
Links:
paper in journal
Abstract:
A Dirichlet problem for orthogonal Hessians in two dimensions is explicitly solved, by characterizing all piecewise $C^{2}$ functions $u:\Omega \subset\mathbb{R}^{2}\rightarrow\mathbb{R}$ with orthogonal Hessian in terms of a property named ``second order angle condition''.
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