Add to ORKGsummary:Minimizers of a functional with exponential growth are shown to be smooth. The techniques developed for power growth are not applicable to the exponential case
summary:We prove higher integrability for the gradient of bounded minimizers of some variational int...
summary:In this paper we establish a continuity result for local minimizers of some quasilinear func...
Starting from Giaquinta's counterexample [Gi] we introduce the class of splitting functionals being ...
summary:Minimizers of a functional with exponential growth are shown to be smooth. The techniques de...
AbstractWe prove regularity results for minimizers of functionals F(u,Ω):=∫Ωf(x,u,Du)dx in the class...
In this paper we treat the regularity problem for minimizers u(x) : › ‰ R m ! R n of quadratic growt...
summary:We prove some optimal regularity results for minimizers of the integral functional $\int f(x...
We establish C 1,γ -partial regularity of minimizers of non autonomous convex integral functionals o...
We prove regularity results for minimizers of functionals F(u, Ω) := ∫Ω f(x, u, Du) dx in the class ...
summary:We prove higher integrability for minimizers of some integrals of the calculus of variations...
We prove a partial regularity result for local minimizers of quasiconvex variational integrals with...
We establish maximal local regularity results of weak solutions or local minimizers of div A(x, Du) ...
AbstractWe consider the integral functional of the calculus of variations ∫Ωf(Du)dx, where f:RnN→R s...
summary:We discuss regularity results concerning local minimizers $u: \mathbb R^n\supset \Omega\righ...
AbstractWe prove regularity theorems for minimizers of integral functionals of the Calculus of Varia...
summary:We prove higher integrability for the gradient of bounded minimizers of some variational int...
summary:In this paper we establish a continuity result for local minimizers of some quasilinear func...
Starting from Giaquinta's counterexample [Gi] we introduce the class of splitting functionals being ...
summary:Minimizers of a functional with exponential growth are shown to be smooth. The techniques de...
AbstractWe prove regularity results for minimizers of functionals F(u,Ω):=∫Ωf(x,u,Du)dx in the class...
In this paper we treat the regularity problem for minimizers u(x) : › ‰ R m ! R n of quadratic growt...
summary:We prove some optimal regularity results for minimizers of the integral functional $\int f(x...
We establish C 1,γ -partial regularity of minimizers of non autonomous convex integral functionals o...
We prove regularity results for minimizers of functionals F(u, Ω) := ∫Ω f(x, u, Du) dx in the class ...
summary:We prove higher integrability for minimizers of some integrals of the calculus of variations...
We prove a partial regularity result for local minimizers of quasiconvex variational integrals with...
We establish maximal local regularity results of weak solutions or local minimizers of div A(x, Du) ...
AbstractWe consider the integral functional of the calculus of variations ∫Ωf(Du)dx, where f:RnN→R s...
summary:We discuss regularity results concerning local minimizers $u: \mathbb R^n\supset \Omega\righ...
AbstractWe prove regularity theorems for minimizers of integral functionals of the Calculus of Varia...
summary:We prove higher integrability for the gradient of bounded minimizers of some variational int...
summary:In this paper we establish a continuity result for local minimizers of some quasilinear func...
Starting from Giaquinta's counterexample [Gi] we introduce the class of splitting functionals being ...