AbstractWe consider the following prescribed scalar curvature problem on SN(∗){−ΔSNu+N(N−2)2u=K˜uN+2N−2onSN,u>0 where K˜ is positive and rotationally symmetric. We show that if K˜ has a local maximum point between the poles then Eq. (∗) has infinitely many non-radial positive solutions, whose energy can be made arbitrarily large
Given (M, g) a smooth compact Riemannian N-manifold, N ≥ 2, we show that positive solutions to the p...
In this paper we analyze radial solutions for the generalized scalar curvature equation. In particu...
International audienceAssuming B R is a ball in R N , we analyze the positive solutions of the probl...
AbstractWe consider the following prescribed scalar curvature problem on SN(∗){−ΔSNu+N(N−2)2u=K˜uN+2...
AbstractWe prove that every positive function in C1(Sn), n⩾6, can be approximated in the C1(Sn) norm...
We prove the existence of positive solutions for the equation on Sn −4 ×(n−1)/(n−2)∆g0 u + n(n − 1)...
AbstractWe consider the following nonlinear problem in RN(0.1){−Δu+V(|y|)u=uN+2N−2,u>0, in RN;u∈H1(R...
AbstractSome nonlinear elliptic equations on RN which arise perturbing the problem with the critical...
We study existence and multiplicity of positive ground states for the scalar curvature equation Δu+K...
We study existence and multiplicity of radial ground states for the scalar curvature equation egin...
AbstractThis is the first part of a series devoting to the study of the prescribing scalar curvature...
This paper is devoted to the study of positive radial solutions of the scalar curvature equation, i....
AbstractWe show that for the prescribing scalar curvature problem on Sn (n = 3, 4), we can perturb (...
We deal with the existence of infinitely many solutions for a class of elliptic problems with non-sy...
AbstractThis is the second part of a series devoting to the study of the prescribing scalar curvatur...
Given (M, g) a smooth compact Riemannian N-manifold, N ≥ 2, we show that positive solutions to the p...
In this paper we analyze radial solutions for the generalized scalar curvature equation. In particu...
International audienceAssuming B R is a ball in R N , we analyze the positive solutions of the probl...
AbstractWe consider the following prescribed scalar curvature problem on SN(∗){−ΔSNu+N(N−2)2u=K˜uN+2...
AbstractWe prove that every positive function in C1(Sn), n⩾6, can be approximated in the C1(Sn) norm...
We prove the existence of positive solutions for the equation on Sn −4 ×(n−1)/(n−2)∆g0 u + n(n − 1)...
AbstractWe consider the following nonlinear problem in RN(0.1){−Δu+V(|y|)u=uN+2N−2,u>0, in RN;u∈H1(R...
AbstractSome nonlinear elliptic equations on RN which arise perturbing the problem with the critical...
We study existence and multiplicity of positive ground states for the scalar curvature equation Δu+K...
We study existence and multiplicity of radial ground states for the scalar curvature equation egin...
AbstractThis is the first part of a series devoting to the study of the prescribing scalar curvature...
This paper is devoted to the study of positive radial solutions of the scalar curvature equation, i....
AbstractWe show that for the prescribing scalar curvature problem on Sn (n = 3, 4), we can perturb (...
We deal with the existence of infinitely many solutions for a class of elliptic problems with non-sy...
AbstractThis is the second part of a series devoting to the study of the prescribing scalar curvatur...
Given (M, g) a smooth compact Riemannian N-manifold, N ≥ 2, we show that positive solutions to the p...
In this paper we analyze radial solutions for the generalized scalar curvature equation. In particu...
International audienceAssuming B R is a ball in R N , we analyze the positive solutions of the probl...
DOI
Add to ORKG