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Singular boundary conditions and regularity for the biharmonic problem in the half-space
In this paper, we are interested in some aspects of the biharmonic equation in the half-space $\mathbb R^N_+$, with $N\geq 2$. We study
the regularity of generalized solutions in weighted Sobolev spaces, then we consider the question of singular boundary conditions.
To finish, we envisage other sorts of boundary conditions.