We prove existence and partial regularity of minimizers of certain functionals in the calculus of variations, under the main assumption that integrands be quasiconvex, and introduce a definition of general-quasiminima (G - Qminima), and prove some regularity results in Lfor G - Qminima as well as for Q-minima
We establish an ε -regularity result for the derivative of a map of bounded variation that minimiz...
We establish an ε -regularity result for the derivative of a map of bounded variation that minimiz...
This thesis is about regularity and uniqueness of minimizers of integral functionals of the form F...
The aim of this paper is to introduce the new notion of quasi-minima (Q-minima) of regular functiona...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We consider almost minimizers of variational integrals whose integrands are quasiconvex. Under suita...
We study existence of minimizers for non convex integral functionals. Applying some new results on d...
We study existence of minimizers for non convex integral functionals. Applying some new results on d...
We study existence of minimizers for non convex integral functionals. Applying some new results on d...
1. Introduction and statements of the main results In this paper we will consider integrals of the c...
We establish an ε -regularity result for the derivative of a map of bounded variation that minimiz...
We establish an ε -regularity result for the derivative of a map of bounded variation that minimiz...
This thesis is about regularity and uniqueness of minimizers of integral functionals of the form F...
The aim of this paper is to introduce the new notion of quasi-minima (Q-minima) of regular functiona...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We prove partial regularity for minimizers of vectorial integrals of the Calculus of Variations, wit...
We consider almost minimizers of variational integrals whose integrands are quasiconvex. Under suita...
We study existence of minimizers for non convex integral functionals. Applying some new results on d...
We study existence of minimizers for non convex integral functionals. Applying some new results on d...
We study existence of minimizers for non convex integral functionals. Applying some new results on d...
1. Introduction and statements of the main results In this paper we will consider integrals of the c...
We establish an ε -regularity result for the derivative of a map of bounded variation that minimiz...
We establish an ε -regularity result for the derivative of a map of bounded variation that minimiz...
This thesis is about regularity and uniqueness of minimizers of integral functionals of the form F...
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