Add to ORKGWe prove local Lipschitz regularity for minimizers of functionals with integrand of polynomial growth near infinity. In contrast to Giaquinta and Modica (see [GM]) we do not impose any differentiability or convexity conditions on the data. (orig.)Available from TIB Hannover: RO 5389(376) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische InformationsbibliothekSIGLEDEGerman
We prove higher differentiability of bounded local minimizers to some widely degenerate functionals,...
We consider local minimizers of the functional \[ \sum_{i=1}^N \int (|u_{x_i}|-\delta_i)^p_+\, dx+\i...
In this paper we prove the the local Lipschitz continuity for solutions to a class of obstacle probl...
Local Lipschitz continuity of local minimizers of vectorial integrals ∫Ω f(x,Du)dx is proved when f ...
Local Lipschitz continuity of local minimizers of vectorial integrals Ω f (x,Du)dx is proved when f ...
We consider a model convex functional with orthotropic structure and super-quadratic nonstandard gro...
We consider a model convex functional with orthotropic structure and super-quadratic nonstan-dard gr...
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We give, in a non-smooth setting, some conditions under which (some of) the minimizers of f(Omega) f...
In the general vector-valued case N≥ 1 , we prove the Lipschitz continuity of local minimizers to so...
Let L(x, xi) : R-N x R-N -> R be a Borelian function and let (P) be the problem of minimizing integr...
Sur la régularite ́ lipschitzienne des solutions d’un problème de calcul des variations avec lagra...
AbstractWe give, in a non-smooth setting, some conditions under which (some of) the minimizers of ∫Ω...
Si dimostra un risultato di Lipschitzianità, fin sulla frontiera di un dominio di R^n, dei quasi- mi...
We prove higher differentiability of bounded local minimizers to some widely degenerate functionals,...
We consider local minimizers of the functional \[ \sum_{i=1}^N \int (|u_{x_i}|-\delta_i)^p_+\, dx+\i...
In this paper we prove the the local Lipschitz continuity for solutions to a class of obstacle probl...
Local Lipschitz continuity of local minimizers of vectorial integrals ∫Ω f(x,Du)dx is proved when f ...
Local Lipschitz continuity of local minimizers of vectorial integrals Ω f (x,Du)dx is proved when f ...
We consider a model convex functional with orthotropic structure and super-quadratic nonstandard gro...
We consider a model convex functional with orthotropic structure and super-quadratic nonstan-dard gr...
We show that local minimizers of functionals of the form int_Omega [f(Du(x)) + g(x,u(x))]dx, u in u...
Abstract. We show that local minimizers of functionals of the form∫ Ω [f(Du(x)) + g(x, u(x))] dx, u ...
We give, in a non-smooth setting, some conditions under which (some of) the minimizers of f(Omega) f...
In the general vector-valued case N≥ 1 , we prove the Lipschitz continuity of local minimizers to so...
Let L(x, xi) : R-N x R-N -> R be a Borelian function and let (P) be the problem of minimizing integr...
Sur la régularite ́ lipschitzienne des solutions d’un problème de calcul des variations avec lagra...
AbstractWe give, in a non-smooth setting, some conditions under which (some of) the minimizers of ∫Ω...
Si dimostra un risultato di Lipschitzianità, fin sulla frontiera di un dominio di R^n, dei quasi- mi...
We prove higher differentiability of bounded local minimizers to some widely degenerate functionals,...
We consider local minimizers of the functional \[ \sum_{i=1}^N \int (|u_{x_i}|-\delta_i)^p_+\, dx+\i...
In this paper we prove the the local Lipschitz continuity for solutions to a class of obstacle probl...