Add to ORKGWe shall prove partial regularity in the vector valued case and everywhere regularity in the scalar case for min i mizers of variational integrals ff(x,u,Du)dx, whose model is given by fa(x,u) IDul m, m~2
We prove a $C^{k,\alpha}$ partial regularity result for local minimizers of variational integrals o...
In this paper, some results are proved which give the boundedness of minimizers of some degenerate f...
Given a class of strictly convex and smooth integrands f with linear growth, we consider the minimiz...
The author proves partial regularity for vector-valued minimizers u of the variational integral #int...
We consider minimizers of general variational integrals of the form F(u) =int f(x,u,Du,...,D^mu ),dx...
We establish an ε -regularity result for the derivative of a map of bounded variation that minimiz...
We prove a higher integrability result for the gradient of a minimizer of a degenerate functional, ...
We establish the higher differentiability and the higher integrability for the gradient of vectorial...
Abstract. We prove partial regularity with optimal Hölder exponent of vector-valued minimizers u of...
We consider regularity at the boundary for minimizers of variational integrals whose integrands have...
Abstract. We prove a Ck,α partial regularity result for local minimizers of variational integrals of...
We establish local higher integrability and differentiability results for minimizers of variational ...
We study partial C^{1,alpha}-regularity of minimizers of quasi--convex variational integrals with no...
We prove partial Hölder continuity, for the gradient of minimizers u ∈ W 1,p(,RN), ⊂ Rn a bounded...
We discuss the partial regularity of minimizers of energy functionals such as (1)/(p)integral(Omega)...
We prove a $C^{k,\alpha}$ partial regularity result for local minimizers of variational integrals o...
In this paper, some results are proved which give the boundedness of minimizers of some degenerate f...
Given a class of strictly convex and smooth integrands f with linear growth, we consider the minimiz...
The author proves partial regularity for vector-valued minimizers u of the variational integral #int...
We consider minimizers of general variational integrals of the form F(u) =int f(x,u,Du,...,D^mu ),dx...
We establish an ε -regularity result for the derivative of a map of bounded variation that minimiz...
We prove a higher integrability result for the gradient of a minimizer of a degenerate functional, ...
We establish the higher differentiability and the higher integrability for the gradient of vectorial...
Abstract. We prove partial regularity with optimal Hölder exponent of vector-valued minimizers u of...
We consider regularity at the boundary for minimizers of variational integrals whose integrands have...
Abstract. We prove a Ck,α partial regularity result for local minimizers of variational integrals of...
We establish local higher integrability and differentiability results for minimizers of variational ...
We study partial C^{1,alpha}-regularity of minimizers of quasi--convex variational integrals with no...
We prove partial Hölder continuity, for the gradient of minimizers u ∈ W 1,p(,RN), ⊂ Rn a bounded...
We discuss the partial regularity of minimizers of energy functionals such as (1)/(p)integral(Omega)...
We prove a $C^{k,\alpha}$ partial regularity result for local minimizers of variational integrals o...
In this paper, some results are proved which give the boundedness of minimizers of some degenerate f...
Given a class of strictly convex and smooth integrands f with linear growth, we consider the minimiz...