We study Moser–Trudinger type functionals in the presence of singular potentials. In particular we propose a proof of a singular Carleson–Chang type estimate by means of Onofri's inequality for the unit disk in R2. Moreover we extend the analysis of Adimurthi (2004) and Csató and Roy (2015a) considering Adimurthi–Druet type functionals on compact surfaces with conical singularities and discussing the existence of extremals for such functionals
In this paper we prove a MoserâTrudinger inequality for the EulerâLagrange functional of general sin...
We investigate existence of solutions for a singular Liouville equation on S^2 and prove sharp Onofr...
We investigate existence of solutions for a singular Liouville equation on S^2 and prove sharp Onofr...
We study Moser–Trudinger type functionals in the presence of singular potentials. In particular we p...
We study Moser–Trudinger type functionals in the presence of singular potentials. In particular we p...
We study Moser-Trudinger type functionals in the presence of singular potentials. In particular we p...
We study the blow-up behavior of minimizing sequences for the singular Moser–Trudinger functional on...
We study the blow-up behavior of minimizing sequences for the singular Moser–Trudinger functional on...
We study the blow-up behavior of minimizing sequences for the singular Moser–Trudinger functional on...
In this thesis, I study the connections between extremal eigenvalue problems and the existence of ex...
We study the Dirichlet energy of non-negative radially symmetric critical points of the Moser–Trudin...
We study the Dirichlet energy of non-negative radially symmetric critical points of the Moser–Trudin...
In this paper we prove a Moser–Trudinger inequality for the Euler–Lagrange functional of general sin...
We study the Dirichlet energy of non-negative radially symmetric critical points uμ of the Moser–Tru...
We study the Dirichlet energy of non-negative radially symmetric critical points of the Moser–Trudin...
In this paper we prove a MoserâTrudinger inequality for the EulerâLagrange functional of general sin...
We investigate existence of solutions for a singular Liouville equation on S^2 and prove sharp Onofr...
We investigate existence of solutions for a singular Liouville equation on S^2 and prove sharp Onofr...
We study Moser–Trudinger type functionals in the presence of singular potentials. In particular we p...
We study Moser–Trudinger type functionals in the presence of singular potentials. In particular we p...
We study Moser-Trudinger type functionals in the presence of singular potentials. In particular we p...
We study the blow-up behavior of minimizing sequences for the singular Moser–Trudinger functional on...
We study the blow-up behavior of minimizing sequences for the singular Moser–Trudinger functional on...
We study the blow-up behavior of minimizing sequences for the singular Moser–Trudinger functional on...
In this thesis, I study the connections between extremal eigenvalue problems and the existence of ex...
We study the Dirichlet energy of non-negative radially symmetric critical points of the Moser–Trudin...
We study the Dirichlet energy of non-negative radially symmetric critical points of the Moser–Trudin...
In this paper we prove a Moser–Trudinger inequality for the Euler–Lagrange functional of general sin...
We study the Dirichlet energy of non-negative radially symmetric critical points uμ of the Moser–Tru...
We study the Dirichlet energy of non-negative radially symmetric critical points of the Moser–Trudin...
In this paper we prove a MoserâTrudinger inequality for the EulerâLagrange functional of general sin...
We investigate existence of solutions for a singular Liouville equation on S^2 and prove sharp Onofr...
We investigate existence of solutions for a singular Liouville equation on S^2 and prove sharp Onofr...
DOI
Add to ORKG