Abstract
Abstract In this paper, we are interested in the following biharmonic equation: with Navier boundary conditions on ∂Ω; where Ω is an open bounded domain of ℝn, with n ≥ 5, having a smooth boundary, and ∑ ⊂ Ω is either a set of finite number of points of Ω or a smooth closed submanifold of Ω without boundary. We construct positive solutions to this problem which are singular at ∑.
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