In a bounded, smooth domain in R^2, we consider a functional I(u) in the supercritical Trudinger\u2013Moser regime. We prove the existence of 1-peak critical points of I (u) for any bounded domain, of 2-peak critical points for non-simply connected domains, and of k-peak critical points if the domain is an annulus
AbstractThe classical Trudinger–Moser inequality says that for functions with Dirichlet norm smaller...
Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)Conselho Nacional de Desenvolvime...
AbstractThis paper answers the conjecture of Adimurthi and Struwe [4], that the semilinear Trudinger...
On the unit disk B-1 subset of R-2 we study the Moser-Trudinger functional E(u) = integral(B1) (e...
AbstractLet Ω be a bounded, smooth domain in R2. We consider critical points of the Trudinger–Moser ...
Given a smoothly bounded non-contractible domain $\Omega\subset \mathbb{R}^2$, we prove the existenc...
We discuss the existence of critical points of the Moser-Trudinger functional in dimension 2 with ar...
Let Ω be a bounded, smooth domain in R2. We consider critical points of the Trudinger–Moser type fu...
We study the Dirichlet energy of non-negative radially symmetric critical points of the Moser–Trudin...
International audienceDruet [6] proved that if $(f_\gamma)_\gamma$ is a sequence of Moser-Trudinger ...
International audienceGiven a closed Riemann surface $(\Sigma,g)$, we use a minmax scheme together w...
Given a closed Riemann surface $(\Sigma,g)$ and any positive smooth weight, we use a minmax scheme t...
We consider the supercritical problem-Delta u = vertical bar u vertical bar(p-1)u in D, u = 0 on par...
The classical Trudinger-Moser inequality says that for functions with Dirichlet norm smaller or equa...
We study the Dirichlet energy of non-negative radially symmetric critical points uμ of the Moser–Tru...
AbstractThe classical Trudinger–Moser inequality says that for functions with Dirichlet norm smaller...
Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)Conselho Nacional de Desenvolvime...
AbstractThis paper answers the conjecture of Adimurthi and Struwe [4], that the semilinear Trudinger...
On the unit disk B-1 subset of R-2 we study the Moser-Trudinger functional E(u) = integral(B1) (e...
AbstractLet Ω be a bounded, smooth domain in R2. We consider critical points of the Trudinger–Moser ...
Given a smoothly bounded non-contractible domain $\Omega\subset \mathbb{R}^2$, we prove the existenc...
We discuss the existence of critical points of the Moser-Trudinger functional in dimension 2 with ar...
Let Ω be a bounded, smooth domain in R2. We consider critical points of the Trudinger–Moser type fu...
We study the Dirichlet energy of non-negative radially symmetric critical points of the Moser–Trudin...
International audienceDruet [6] proved that if $(f_\gamma)_\gamma$ is a sequence of Moser-Trudinger ...
International audienceGiven a closed Riemann surface $(\Sigma,g)$, we use a minmax scheme together w...
Given a closed Riemann surface $(\Sigma,g)$ and any positive smooth weight, we use a minmax scheme t...
We consider the supercritical problem-Delta u = vertical bar u vertical bar(p-1)u in D, u = 0 on par...
The classical Trudinger-Moser inequality says that for functions with Dirichlet norm smaller or equa...
We study the Dirichlet energy of non-negative radially symmetric critical points uμ of the Moser–Tru...
AbstractThe classical Trudinger–Moser inequality says that for functions with Dirichlet norm smaller...
Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)Conselho Nacional de Desenvolvime...
AbstractThis paper answers the conjecture of Adimurthi and Struwe [4], that the semilinear Trudinger...
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