Add to ORKGsummary:In this note the well-posedness of the Dirichlet problem (1.2) below is proved in the class $H^{1,p}_0(\Omega)$ for all $1<p<\infty$ and, as a consequence, the Hölder regularity of the solution $u$. $\Cal L$ is an elliptic second order operator with discontinuous coefficients $(VMO)$ and the lower order terms belong to suitable Lebesgue spaces
We consider gradient estimates for $H^1$ solutions of linear elliptic systems in divergence form $\p...
Click on the link to access the article at the publisher's website (may not be free)The asymptotic b...
In this paper we continue the study of a class of second order elliptic equations we began in [7] im...
summary:In this note the well-posedness of the Dirichlet problem (1.2) below is proved in the class ...
We prove a well-posedness result in the intersection class of W2,p with W01,p for the Dirichlet prob...
We study the second order estimate for the unique solution near the boundary to the singular Dirichl...
In this paper we obtain some estimates for solutions of second order elliptic equations whose leadin...
We are interested in the study of existence, uniqueness and regularity of solutions for nonlinear el...
Abstract. Under general p, q-growth conditions, we prove that the Dirichlet problem n∑ i=1 ∂xi ai(x,...
AbstractWell-posedness is proved in the space W2, p, λ(Ω)∩W1, p0(Ω) for the Dirichlet problem -- EQU...
We study the second order estimate for the unique solution near the bound-ary to the singular Dirich...
We establish the global Hölder estimates for solutions to second-order elliptic equations, which va...
When studying the well-posedness of elliptic boundary value problems on a compact smooth manifold wi...
We find an estimate near the boundary of the solution to a nonlinear Dirichlet boundary value proble...
In this paper some W^{2, p}-estimates for the solutions of the Dirichlet problem for a class of elli...
We consider gradient estimates for $H^1$ solutions of linear elliptic systems in divergence form $\p...
Click on the link to access the article at the publisher's website (may not be free)The asymptotic b...
In this paper we continue the study of a class of second order elliptic equations we began in [7] im...
summary:In this note the well-posedness of the Dirichlet problem (1.2) below is proved in the class ...
We prove a well-posedness result in the intersection class of W2,p with W01,p for the Dirichlet prob...
We study the second order estimate for the unique solution near the boundary to the singular Dirichl...
In this paper we obtain some estimates for solutions of second order elliptic equations whose leadin...
We are interested in the study of existence, uniqueness and regularity of solutions for nonlinear el...
Abstract. Under general p, q-growth conditions, we prove that the Dirichlet problem n∑ i=1 ∂xi ai(x,...
AbstractWell-posedness is proved in the space W2, p, λ(Ω)∩W1, p0(Ω) for the Dirichlet problem -- EQU...
We study the second order estimate for the unique solution near the bound-ary to the singular Dirich...
We establish the global Hölder estimates for solutions to second-order elliptic equations, which va...
When studying the well-posedness of elliptic boundary value problems on a compact smooth manifold wi...
We find an estimate near the boundary of the solution to a nonlinear Dirichlet boundary value proble...
In this paper some W^{2, p}-estimates for the solutions of the Dirichlet problem for a class of elli...
We consider gradient estimates for $H^1$ solutions of linear elliptic systems in divergence form $\p...
Click on the link to access the article at the publisher's website (may not be free)The asymptotic b...
In this paper we continue the study of a class of second order elliptic equations we began in [7] im...