Add to ORKGIn this paper we study a Dirichlet problem relative to the equation Lu = g \phi - (f_i \phi)(x_i), where L is a linear elliptic operator with lower-order terms whose ellipticity condition is given in terms of the function \phi(x), the density of the Gaussian measure
We obtain a comparison result for a class of Dirichlet problems for the operator -div(A(x)\nabla u) ...
AbstractWe consider elliptic equations of the form L∗μ=ν for measures on Rn. The membership of solut...
Abstract. We consider elliptic equations of the form L∗µ = ν for measures on Rn. The membership of s...
In this paper we study a Dirichlet problem relative to the equation Lu = g \phi - (f_i \phi)(x_i), w...
In this paper we study a Dirichlet problem relative to the equation Lu = g \phi - (f_i \phi)(x_i), w...
We prove existence and regularity results for weak solutions to nonlinear elliptic equations, whose ...
In this paper we prove a comparison result for weak solutions to linear elliptic problems of the typ...
In this paper we prove a comparison result for weak solutions to linear elliptic problems of the typ...
On Gaussian decay estimates of solutions to some linear elliptic equations and its application
The aim of this paper is to prove existence results for nonlinear elliptic equations whose the proto...
We prove a priori estimates and existence results for Dirichlet problems whose model case is: −d...
AbstractWe prove a priori estimates and existence results for Dirichlet problems whose model case is...
Bogachev VI, Röckner M, Shaposhnikov SV. Lower estimates of densities of solutions of elliptic equat...
In this article, we establish a comparison result through symmetrization for solutions to some prob...
We consider a Gaussian process $P$ on the space of distributions generated by a polynomial in the La...
We obtain a comparison result for a class of Dirichlet problems for the operator -div(A(x)\nabla u) ...
AbstractWe consider elliptic equations of the form L∗μ=ν for measures on Rn. The membership of solut...
Abstract. We consider elliptic equations of the form L∗µ = ν for measures on Rn. The membership of s...
In this paper we study a Dirichlet problem relative to the equation Lu = g \phi - (f_i \phi)(x_i), w...
In this paper we study a Dirichlet problem relative to the equation Lu = g \phi - (f_i \phi)(x_i), w...
We prove existence and regularity results for weak solutions to nonlinear elliptic equations, whose ...
In this paper we prove a comparison result for weak solutions to linear elliptic problems of the typ...
In this paper we prove a comparison result for weak solutions to linear elliptic problems of the typ...
On Gaussian decay estimates of solutions to some linear elliptic equations and its application
The aim of this paper is to prove existence results for nonlinear elliptic equations whose the proto...
We prove a priori estimates and existence results for Dirichlet problems whose model case is: −d...
AbstractWe prove a priori estimates and existence results for Dirichlet problems whose model case is...
Bogachev VI, Röckner M, Shaposhnikov SV. Lower estimates of densities of solutions of elliptic equat...
In this article, we establish a comparison result through symmetrization for solutions to some prob...
We consider a Gaussian process $P$ on the space of distributions generated by a polynomial in the La...
We obtain a comparison result for a class of Dirichlet problems for the operator -div(A(x)\nabla u) ...
AbstractWe consider elliptic equations of the form L∗μ=ν for measures on Rn. The membership of solut...
Abstract. We consider elliptic equations of the form L∗µ = ν for measures on Rn. The membership of s...