Prescribing the Q-curvature on the sphere with conical singularities
Ali Maalaoui
In this paper we investigate the problem of prescribing the $Q$-curvature, on the sphere of any dimension with prescribed conical singularities. We also give the asymptotic behaviour of the solutions that we find and we prove their uniqueness in the negative curvature case. We focus mainly on the odd dimensional case, more specifically the three dimensional sphere.
keywords: fractional operator. conical singularity Q-curvature conformally invariant operator

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