We construct Delaunay-type solutions for the fractional Yamabe problem with an isolated singularity We follow a variational approach, in which the key is the computation of the fractional Laplacian in polar coordinates.MINECO MTM2011-27739-C04-01 MTM2014-52402-C3-1-P FPI Barcelona Graduate School of Math Catalan research group 2014SGR1083 Fondecyt 1150066 Fondo Basal CMM Nucleo Mienio CAPDE NC130017 NSERC of Canad
We prove some results on the existence and compactness of solutions of a fractional Nirenberg proble...
Based on the relations between scattering operators of asymptotically hyperbolic metrics and Dirichl...
Based on the relations between scattering operators of asymptotically hyperbolic metrics and Dirichl...
We construct Delaunay-type solutions for the fractional Yamabe problem with an isolated singularity(...
We consider the problem of the existence of positive solutions with prescribed isolated singularitie...
We construct some solutions for the fractional Yamabe problem with isolated singularities, problem w...
We construct solutions for the fractional Yamabe problem that are singular at a prescribed number of...
We consider radial solutions with an isolated singularity for a semilinear equation involving the fr...
We consider the problem of constructing solutions to the fractional Yamabe problem which are singula...
We consider the problem of constructing solutions to the fractional Yamabe problem which are singula...
My research is based on non-local elliptic semilinear equations in conformal geometry. The fractiona...
We obtain a few existence results for elliptic equations. We develop in Chapter 2 a new infinite di...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)We study local behavior of posit...
We construct some ODE solutins for the fractional Yamabe problem in conformal geometry. The fraction...
We answer affirmatively a question posed by Aviles in 1983, concerning the construction of singular ...
We prove some results on the existence and compactness of solutions of a fractional Nirenberg proble...
Based on the relations between scattering operators of asymptotically hyperbolic metrics and Dirichl...
Based on the relations between scattering operators of asymptotically hyperbolic metrics and Dirichl...
We construct Delaunay-type solutions for the fractional Yamabe problem with an isolated singularity(...
We consider the problem of the existence of positive solutions with prescribed isolated singularitie...
We construct some solutions for the fractional Yamabe problem with isolated singularities, problem w...
We construct solutions for the fractional Yamabe problem that are singular at a prescribed number of...
We consider radial solutions with an isolated singularity for a semilinear equation involving the fr...
We consider the problem of constructing solutions to the fractional Yamabe problem which are singula...
We consider the problem of constructing solutions to the fractional Yamabe problem which are singula...
My research is based on non-local elliptic semilinear equations in conformal geometry. The fractiona...
We obtain a few existence results for elliptic equations. We develop in Chapter 2 a new infinite di...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)We study local behavior of posit...
We construct some ODE solutins for the fractional Yamabe problem in conformal geometry. The fraction...
We answer affirmatively a question posed by Aviles in 1983, concerning the construction of singular ...
We prove some results on the existence and compactness of solutions of a fractional Nirenberg proble...
Based on the relations between scattering operators of asymptotically hyperbolic metrics and Dirichl...
Based on the relations between scattering operators of asymptotically hyperbolic metrics and Dirichl...