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Creators/Authors contains: "Jevnikar, Aleks"

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  1. On a2m-dimensional closed manifold, we investigate the existence of prescribedQ-curvature metrics with conical singularities. We present here a general existence and multiplicity result in the supercritical regime. To this end, we first carry out a blow-up analysis of a2mth-order PDE associated to the problem, and then apply a variational argument of min-max type. Form>1, this seems to be the first existence result for supercritical conic manifolds different from the sphere. 
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    Free, publicly-accessible full text available February 15, 2026
  2. null (Ed.)