Add to ORKGWe give the optimal regularity for elliptic boundary value problems solutions in John and Nirenberg space BMO, Campanato spaces L2,λ and their local versions bmo and l2,λ. This work extends some results of Campanato and solves a problem raised by Triebel [1]
We consider parameter-elliptic boundary value problems and uniform a priori estimates in Lp-Sobolev ...
In this paper linear elliptic boundary value problems of second order with non-smooth data (L∞-coeff...
The authors investigate weak solutions u 2 H2 \H1 0( ,RN) of the fully nonlinear elliptic system (1)...
Dedicated to all the civilian victims of the catalogue of horror in the Middle East Abstract. In thi...
AbstractWe continue our study of mixed boundary value problems Lu = ƒ1 in Ω, Mu = ƒ2 on Σ, u = ƒ3 on...
We establish estimates in BMO and Campanato-John-Nirenberg spaces BMOψ, for the second derivatives o...
In this paper we investigate vector-valued parabolic initial boundary value problems (A(x,D), B1(x,D...
We establish optimal local regularity results for vector-valued extremals and minimizers of variatio...
Abstract Several abstract model problems of elliptic and parabolic type with inhomogeneous initial a...
AbstractWe develop a simple variational argument based on the usual Nirenberg difference quotient te...
summary:Several abstract model problems of elliptic and parabolic type with inhomogeneous initial an...
AbstractIn this paper, we present a bootstrap procedure for semilinear elliptic systems with n (⩾3) ...
homogeneous mixed boundary conditions, Regularity up to the boundary of weak solutions, Arbitrary sp...
We develop a simple variational argument based on the usual Niren- berg’s difference quotient techni...
We consider parameter-elliptic boundary value problems and uniform a priori estimates in Lp-Sobolev ...
We consider parameter-elliptic boundary value problems and uniform a priori estimates in Lp-Sobolev ...
In this paper linear elliptic boundary value problems of second order with non-smooth data (L∞-coeff...
The authors investigate weak solutions u 2 H2 \H1 0( ,RN) of the fully nonlinear elliptic system (1)...
Dedicated to all the civilian victims of the catalogue of horror in the Middle East Abstract. In thi...
AbstractWe continue our study of mixed boundary value problems Lu = ƒ1 in Ω, Mu = ƒ2 on Σ, u = ƒ3 on...
We establish estimates in BMO and Campanato-John-Nirenberg spaces BMOψ, for the second derivatives o...
In this paper we investigate vector-valued parabolic initial boundary value problems (A(x,D), B1(x,D...
We establish optimal local regularity results for vector-valued extremals and minimizers of variatio...
Abstract Several abstract model problems of elliptic and parabolic type with inhomogeneous initial a...
AbstractWe develop a simple variational argument based on the usual Nirenberg difference quotient te...
summary:Several abstract model problems of elliptic and parabolic type with inhomogeneous initial an...
AbstractIn this paper, we present a bootstrap procedure for semilinear elliptic systems with n (⩾3) ...
homogeneous mixed boundary conditions, Regularity up to the boundary of weak solutions, Arbitrary sp...
We develop a simple variational argument based on the usual Niren- berg’s difference quotient techni...
We consider parameter-elliptic boundary value problems and uniform a priori estimates in Lp-Sobolev ...
We consider parameter-elliptic boundary value problems and uniform a priori estimates in Lp-Sobolev ...
In this paper linear elliptic boundary value problems of second order with non-smooth data (L∞-coeff...
The authors investigate weak solutions u 2 H2 \H1 0( ,RN) of the fully nonlinear elliptic system (1)...