dc.contributor.author González Nogueras, María del Mar dc.contributor.author Mazzieri, Lorenzo dc.contributor.other Universitat Politècnica de Catalunya. Departament de Matemàtica Aplicada I dc.date.accessioned 2013-11-21T10:52:41Z dc.date.available 2013-11-21T10:52:41Z dc.date.created 2013-08 dc.date.issued 2013-08 dc.identifier.citation Gonzalez, M.; Mazzieri, L. "Singularities for a fully non-linear elliptic equation in conformal geometry". 2013. dc.identifier.uri http://hdl.handle.net/2117/20686 dc.description.abstract We construct some radially symmetric solutions of the constant k -equation on R n n R p , which blow up exactly at the submanifold R p R n . These are the basic models to the problem of nding complete metrics of constant k {curvature on a general subdomain of the sphere S n n p that blow up exactly at the singular set p and that are conformal to the canonical metric. More precisely, we look at the case k = 2 and 0
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