We study the Hölder continuity of the homogeneous gradient of the weak solutions of double obstacle problems involving nonlinear elliptic operators in the Heisenberg group
We consider weak solutions to the Dirichlet problem for nonlinear elliptic systems. Under suitable ...
We prove Lipschitz continuity results for solutions to a class of obstacle problems under standard g...
The aim of this paper is the explicit construction of some barrier functions ('fundamental solutions...
We study the Hölder continuity of the homogeneous gradient of the weak solutions of double obstacle ...
summary:We study regularity results for solutions $u\in H W^{1,p}(\Omega )$ to the obstacle problem ...
AbstractWe give dimension-free regularity conditions for a class of possibly degenerate sub-elliptic...
Much has been written about various obstacle problems in the context of variational inequalities. In...
We study the boundary regularity of weak solutions to nonlinear obstacle problem with -obstacle fun...
summary:We prove the Hölder continuity of the homogeneous gradient of the weak solutions $u\in W_{\o...
We study the boundary regularity of weak solutions to nonlinear obstacle problem with C1,β-obstacle ...
This paper is devoted to a proof of regularity, near the initial state, for solutions to the Cauchy-...
When 2−1/Qp≤2, we establish the Cloc0,1 and Cloc1,α-regularities of weak solutions to quasi-linear p...
AbstractThis paper is devoted to a proof of regularity, near the initial state, for solutions to the...
Abstract. We give dimension-free regularity conditions for a class of possibly de-generate sub-ellip...
AbstractIn this paper we study fully nonlinear obstacle-type problems in Hilbert spaces. We introduc...
We consider weak solutions to the Dirichlet problem for nonlinear elliptic systems. Under suitable ...
We prove Lipschitz continuity results for solutions to a class of obstacle problems under standard g...
The aim of this paper is the explicit construction of some barrier functions ('fundamental solutions...
We study the Hölder continuity of the homogeneous gradient of the weak solutions of double obstacle ...
summary:We study regularity results for solutions $u\in H W^{1,p}(\Omega )$ to the obstacle problem ...
AbstractWe give dimension-free regularity conditions for a class of possibly degenerate sub-elliptic...
Much has been written about various obstacle problems in the context of variational inequalities. In...
We study the boundary regularity of weak solutions to nonlinear obstacle problem with -obstacle fun...
summary:We prove the Hölder continuity of the homogeneous gradient of the weak solutions $u\in W_{\o...
We study the boundary regularity of weak solutions to nonlinear obstacle problem with C1,β-obstacle ...
This paper is devoted to a proof of regularity, near the initial state, for solutions to the Cauchy-...
When 2−1/Qp≤2, we establish the Cloc0,1 and Cloc1,α-regularities of weak solutions to quasi-linear p...
AbstractThis paper is devoted to a proof of regularity, near the initial state, for solutions to the...
Abstract. We give dimension-free regularity conditions for a class of possibly de-generate sub-ellip...
AbstractIn this paper we study fully nonlinear obstacle-type problems in Hilbert spaces. We introduc...
We consider weak solutions to the Dirichlet problem for nonlinear elliptic systems. Under suitable ...
We prove Lipschitz continuity results for solutions to a class of obstacle problems under standard g...
The aim of this paper is the explicit construction of some barrier functions ('fundamental solutions...
Add to ORKG