AbstractA uniqueness result about the Neumann problem −Δu+λu=u5inΔ,∂u/∂ν=0 on∂Ωis obtained, whereΩ⊂R3is a bounded smooth convex domain andλ>0 is close to 0
AbstractA priori bounds for solutions to (nonlinear) elliptic Neumann problems in open subsets Ω of ...
Abstract. A priori estimates for solutions to homogeneous Neumann problems for uniformly elliptic eq...
AbstractWe show that the Neumann problem for Laplace's equation in a convex domain Ω with boundary d...
AbstractA uniqueness result about the Neumann problem −Δu+λu=u5inΔ,∂u/∂ν=0 on∂Ωis obtained, whereΩ⊂R...
In the present paper we prove uniqueness results for solutions to a class of Neumann boundary value ...
AbstractGlobal L∞ bound and uniqueness results about the Dirichlet problem, −Δu+αu=u(n+2)/(n−2), u≥0...
AbstractFor a given convex set K in Rn, we look for the conditions on the matrix A which ensure uniq...
International audienceIn the present paper we prove uniqueness results for solutions to a class of N...
AbstractWe consider the classical solutions of-Δv=αev-βin Ω,where Ω is a bounded open set in R2. Thi...
For Liapunov domains, uniqueness for the Neumann Problem is established for a class of har-monic fun...
AbstractWe consider the inverse problem to determine the potential q entering the Schrödinger equati...
AbstractLet ∇2u+K2u+K2a1(x)u+∇·(a2(x)∇u)= −δ(x−1) in R3, where a1(x) ∈ L2(D), a2(x) ∈ H2(D), D ∈ R−3...
We give a series of very general sufficient conditions in order to ensure the uniqueness of large so...
We investigate the uniqueness of the solutions for a non-strictly convex problem in the Calculus of ...
Abstract. For p> 1 set pu = div(jrujp−2ru), and let µ be a measure with compact support. Suppose,...
AbstractA priori bounds for solutions to (nonlinear) elliptic Neumann problems in open subsets Ω of ...
Abstract. A priori estimates for solutions to homogeneous Neumann problems for uniformly elliptic eq...
AbstractWe show that the Neumann problem for Laplace's equation in a convex domain Ω with boundary d...
AbstractA uniqueness result about the Neumann problem −Δu+λu=u5inΔ,∂u/∂ν=0 on∂Ωis obtained, whereΩ⊂R...
In the present paper we prove uniqueness results for solutions to a class of Neumann boundary value ...
AbstractGlobal L∞ bound and uniqueness results about the Dirichlet problem, −Δu+αu=u(n+2)/(n−2), u≥0...
AbstractFor a given convex set K in Rn, we look for the conditions on the matrix A which ensure uniq...
International audienceIn the present paper we prove uniqueness results for solutions to a class of N...
AbstractWe consider the classical solutions of-Δv=αev-βin Ω,where Ω is a bounded open set in R2. Thi...
For Liapunov domains, uniqueness for the Neumann Problem is established for a class of har-monic fun...
AbstractWe consider the inverse problem to determine the potential q entering the Schrödinger equati...
AbstractLet ∇2u+K2u+K2a1(x)u+∇·(a2(x)∇u)= −δ(x−1) in R3, where a1(x) ∈ L2(D), a2(x) ∈ H2(D), D ∈ R−3...
We give a series of very general sufficient conditions in order to ensure the uniqueness of large so...
We investigate the uniqueness of the solutions for a non-strictly convex problem in the Calculus of ...
Abstract. For p> 1 set pu = div(jrujp−2ru), and let µ be a measure with compact support. Suppose,...
AbstractA priori bounds for solutions to (nonlinear) elliptic Neumann problems in open subsets Ω of ...
Abstract. A priori estimates for solutions to homogeneous Neumann problems for uniformly elliptic eq...
AbstractWe show that the Neumann problem for Laplace's equation in a convex domain Ω with boundary d...
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