Publication date
November 1992
DOI Publisher
Published by Elsevier Ltd. ISSN
0893-9659Abstract
AbstractIn this paper, a q uniqueness theorem is proved for a hyperbolic boundary problem with data on the characteristic cone
AbstractIn this paper, a q uniqueness theorem is proved for a hyperbolic boundary problem with data on the characteristic cone
In this work we present some uniqueness and cloaking results for a related pair of inverse problems...
AbstractA method is given for proving uniqueness theorems for some inverse problems. The method is b...
AbstractWe prove that for nonnegative, continuous, bounded and nonzero initial data we have a unique...
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...
AbstractSome recent results from a problem in viscous hydrodynamics have suggested a novel type of b...
AbstractLet (∗) utt − Δu + q(x, t) u = 0 in D × [0, T], where D ⊂R3 is a bounded domain with a smoot...
AbstractUnder a weak regularity assumption, we prove the uniqueness in multidimensional hyperbolic i...
AbstractThe purpose of this paper is to give a simple uniqueness result for a class of nonlinear par...
In this paper we consider the non-uniqueness and the uniqueness property for the solutions to the Ca...
AbstractIn this paper we prove uniqueness theorems for second-order hyperbolic equations in L2(Rd), ...
AbstractThis paper describes the asymptotic behavior of solutions of a class of semilinear ultrahype...
AbstractA simple proof is given of the uniqueness theorem for the multidimensional inverse spectral ...
AbstractIn this paper, we study the inverse conductivity problem in two dimensions. This problem is ...
In this work we present some uniqueness and cloaking results for a related pair of inverse problems...
In this work we present some uniqueness and cloaking results for a related pair of inverse problems...
In this work we present some uniqueness and cloaking results for a related pair of inverse problems...
AbstractA method is given for proving uniqueness theorems for some inverse problems. The method is b...
AbstractWe prove that for nonnegative, continuous, bounded and nonzero initial data we have a unique...
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...
AbstractSome recent results from a problem in viscous hydrodynamics have suggested a novel type of b...
AbstractLet (∗) utt − Δu + q(x, t) u = 0 in D × [0, T], where D ⊂R3 is a bounded domain with a smoot...
AbstractUnder a weak regularity assumption, we prove the uniqueness in multidimensional hyperbolic i...
AbstractThe purpose of this paper is to give a simple uniqueness result for a class of nonlinear par...
In this paper we consider the non-uniqueness and the uniqueness property for the solutions to the Ca...
AbstractIn this paper we prove uniqueness theorems for second-order hyperbolic equations in L2(Rd), ...
AbstractThis paper describes the asymptotic behavior of solutions of a class of semilinear ultrahype...
AbstractA simple proof is given of the uniqueness theorem for the multidimensional inverse spectral ...
AbstractIn this paper, we study the inverse conductivity problem in two dimensions. This problem is ...
In this work we present some uniqueness and cloaking results for a related pair of inverse problems...
In this work we present some uniqueness and cloaking results for a related pair of inverse problems...
In this work we present some uniqueness and cloaking results for a related pair of inverse problems...
AbstractA method is given for proving uniqueness theorems for some inverse problems. The method is b...
AbstractWe prove that for nonnegative, continuous, bounded and nonzero initial data we have a unique...
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