Add to ORKGIn this paper we give sufficient conditions for the existence of solutions to the problem of minimizing the integral of [f ( ∇v) + v] on a convex n-dimensional set Ω . Here f is nonnegative, nonconvex, Borel-measurable, and vanishes on the boundary of a convex n-dimensional set K
AbstractWe consider the minimization problemminv∈W1,10(BnR,Rm)∫BnRf∇vx+hvxdx,where BnR is the ball o...
AbstractThis paper proves new results of existence of minimizers for the nonconvex integral ∫abL(x,x...
Isoperimetric problems as well as free minimum problems for non-coercive, one-dimensional functional...
In this paper we give sufficient conditions for the existence of solutions to the problem of minimiz...
We prove existence of minimizers for a class of non-convex and non-coercive integral functional
Abstract. We study the existence of Lipschitz minimizers of integral functionals I(u) = Ω ϕ(x, detDu...
In this note we give some existence theorems for integral functionals with non convex integrand. We ...
In this note we give some existence theorems for integral functionals with non convex integrand. We ...
In this note we give some existence theorems for integral functionals with non convex integrand. We ...
We consider variational problems whose lagrangian is of the form f(Du)+g(u) where f is a possibly no...
We consider variational problems whose lagrangian is of the form f(Du)+g(u) where f is a possibly no...
We consider minimization problems of the form \[ \min_{u\in \varphi +\Wuu(\Omega)}\int_\Omega [f(Du(...
We prove the existence of minimizers of non convex, autonomous, multiple integrals under mild assump...
In this paper we prove new results on existence of minimizers for nonconvex problems of the calculus...
We study the minima of the functional $int_Omega f(nabla u)$. The function $f$ is not convex, the s...
AbstractWe consider the minimization problemminv∈W1,10(BnR,Rm)∫BnRf∇vx+hvxdx,where BnR is the ball o...
AbstractThis paper proves new results of existence of minimizers for the nonconvex integral ∫abL(x,x...
Isoperimetric problems as well as free minimum problems for non-coercive, one-dimensional functional...
In this paper we give sufficient conditions for the existence of solutions to the problem of minimiz...
We prove existence of minimizers for a class of non-convex and non-coercive integral functional
Abstract. We study the existence of Lipschitz minimizers of integral functionals I(u) = Ω ϕ(x, detDu...
In this note we give some existence theorems for integral functionals with non convex integrand. We ...
In this note we give some existence theorems for integral functionals with non convex integrand. We ...
In this note we give some existence theorems for integral functionals with non convex integrand. We ...
We consider variational problems whose lagrangian is of the form f(Du)+g(u) where f is a possibly no...
We consider variational problems whose lagrangian is of the form f(Du)+g(u) where f is a possibly no...
We consider minimization problems of the form \[ \min_{u\in \varphi +\Wuu(\Omega)}\int_\Omega [f(Du(...
We prove the existence of minimizers of non convex, autonomous, multiple integrals under mild assump...
In this paper we prove new results on existence of minimizers for nonconvex problems of the calculus...
We study the minima of the functional $int_Omega f(nabla u)$. The function $f$ is not convex, the s...
AbstractWe consider the minimization problemminv∈W1,10(BnR,Rm)∫BnRf∇vx+hvxdx,where BnR is the ball o...
AbstractThis paper proves new results of existence of minimizers for the nonconvex integral ∫abL(x,x...
Isoperimetric problems as well as free minimum problems for non-coercive, one-dimensional functional...