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The Hardy-Schrödinger operator on the Poincaré Ball: compactness and multiplicity
Let Ω B n be a a compact smooth domain in the Poincare ball model of the Hyperbolic space B n , n ≥ 5. Let 0 n−2 n−4 n(n−4) 4 − γ , then the following Dirichlet boundary value problem: −∆ B n u − γV 2 u − …