In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear elliptic problems whose model is - div A(x)Du + α0u = γ Du q + f(x), when 1 < q < 2 and f ∈ Lm(Ω) for some suitable m. The main interest of the result lies in the a priori estimate, the complete proof of which is given in the Note. © 2005 Académie des sciences. Published by Elsevier SAS. All rights reserved
We prove sharp a prori estimates for second order quasi- linear elliptic operators in divergence for...
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The paper focuses on a Dirichlet problem driven by the (p,q)-Laplacian containing a parameter $mu$ ...
In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear ...
In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear ...
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This paper gives a survey over the existence of uniform L∞ a priori bounds for positive solutions of...
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An a priori estimate is established for the gradient of the solution to Dirichlet's problem for a cl...
International audienceWe study local and global properties of solutions of −∆u = u p + M ||u| q in a...
L'obiettivo di questa tesi è di studiare alcuni aspetti di un potente strumento ampiamente utilizzat...
We provide conditions for the existence of L1 a priori estimates for positive solutions to a class o...
In this paper we establish a priori estimates and then an existence theorem of positive solutions fo...
AbstractThe main purpose of this paper is to establish a priori estimate for positive solutions of s...
We prove sharp a prori estimates for second order quasi- linear elliptic operators in divergence for...
AbstractWe consider positive solutions of Δu−μu+Kun+2n−2=0 on B1 (n⩾5) where μ and K>0 are smooth fu...
The paper focuses on a Dirichlet problem driven by the (p,q)-Laplacian containing a parameter $mu$ ...
In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear ...
In this Note we prove an a priori estimate and the existence of a solution for a class of nonlinear ...
International audienceWe consider, in a bounded domain Ω of R N , a class of nonlinear elliptic equa...
This paper gives a survey over the existence of uniform L∞ a priori bounds for positive solutions of...
In this paper we show approximation procedures for studying singular elliptic problems whose model i...
An a priori estimate is established for the gradient of the solution to Dirichlet's problem for a cl...
International audienceWe study local and global properties of solutions of −∆u = u p + M ||u| q in a...
L'obiettivo di questa tesi è di studiare alcuni aspetti di un potente strumento ampiamente utilizzat...
We provide conditions for the existence of L1 a priori estimates for positive solutions to a class o...
In this paper we establish a priori estimates and then an existence theorem of positive solutions fo...
AbstractThe main purpose of this paper is to establish a priori estimate for positive solutions of s...
We prove sharp a prori estimates for second order quasi- linear elliptic operators in divergence for...
AbstractWe consider positive solutions of Δu−μu+Kun+2n−2=0 on B1 (n⩾5) where μ and K>0 are smooth fu...
The paper focuses on a Dirichlet problem driven by the (p,q)-Laplacian containing a parameter $mu$ ...