Add to ORKGSharp bounds for the n-width of solution sets of a class of elliptic partial differential equations are given. Particular attention is paid to equations with rough coefficients and singularly perturbed problems of elliptic-elliptic type
A new class of p version FEM for elliptic problems with microstructure is developed. Based on argume...
In this paper we prove the following long-standing conjecture: stable solutions to semi-linear ellip...
We study a class of elliptic equations for the n-laplacian in R^n with a one-sided exponential growt
AbstractSharp bounds for the n-width of solution sets of a class of elliptic partial differential eq...
summary:Kolmogorov $N$-widths are an approximation theory concept that, for a given problem, yields ...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale CNR 7, Rome / CNR - Consiglio Nazionale del...
AbstractThe exact values of Kolmogorov n-widths have been calculated for two basic classes of functi...
In this note, we investigate the measure of singular sets and critical sets of real-valued solutions...
We prove the uniform boundedness of all solutions for a general class of Dirichlet anisotropic elli...
AbstractWe consider elliptic equations of the form L∗μ=ν for measures on Rn. The membership of solut...
AbstractWe consider semilinear elliptic Neumann boundary value problems with polynomial nonlineariti...
Abstract. We consider elliptic equations of the form L∗µ = ν for measures on Rn. The membership of s...
In this paper, we extend the result of Yan and Yang [16] on equations to an elliptic system involvin...
We show, by variational methods, that there exists a set $A$ open and dense in ${ ain L^infty(R^N)~...
Abstract. A priori estimates for solutions to homogeneous Neumann problems for uniformly elliptic eq...
A new class of p version FEM for elliptic problems with microstructure is developed. Based on argume...
In this paper we prove the following long-standing conjecture: stable solutions to semi-linear ellip...
We study a class of elliptic equations for the n-laplacian in R^n with a one-sided exponential growt
AbstractSharp bounds for the n-width of solution sets of a class of elliptic partial differential eq...
summary:Kolmogorov $N$-widths are an approximation theory concept that, for a given problem, yields ...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale CNR 7, Rome / CNR - Consiglio Nazionale del...
AbstractThe exact values of Kolmogorov n-widths have been calculated for two basic classes of functi...
In this note, we investigate the measure of singular sets and critical sets of real-valued solutions...
We prove the uniform boundedness of all solutions for a general class of Dirichlet anisotropic elli...
AbstractWe consider elliptic equations of the form L∗μ=ν for measures on Rn. The membership of solut...
AbstractWe consider semilinear elliptic Neumann boundary value problems with polynomial nonlineariti...
Abstract. We consider elliptic equations of the form L∗µ = ν for measures on Rn. The membership of s...
In this paper, we extend the result of Yan and Yang [16] on equations to an elliptic system involvin...
We show, by variational methods, that there exists a set $A$ open and dense in ${ ain L^infty(R^N)~...
Abstract. A priori estimates for solutions to homogeneous Neumann problems for uniformly elliptic eq...
A new class of p version FEM for elliptic problems with microstructure is developed. Based on argume...
In this paper we prove the following long-standing conjecture: stable solutions to semi-linear ellip...
We study a class of elliptic equations for the n-laplacian in R^n with a one-sided exponential growt