AbstractThe problem of computing a principal coefficient function P in the differential equation −∇·(P(x)∇u)=f, x∈Ω⊂RM, M⩾1, on a bounded region Ω from a knowledge of the solution function u and the right-hand side f, where u, f are known only approximately and P may have mild discontinuities, is solved by minimization of an associated functional
This paper considers the Dirichlet problem −div(a∇u a) = f on D, u a = 0 on ∂D, for a Lipschitz doma...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
A number of algorithms have been proposed and analyzed for estimating a coefficient in an elliptic b...
AbstractThe problem of computing a principal coefficient function P in the differential equation −∇·...
On the identification of coefficients of elliptic problems by asymptotic regularization / Karl-Heinz...
The identification problem of functional coefficients in an elliptic equation is considered. For thi...
In the present work we treat the inverse problem of identifying the matrix-valued diffusion coeffici...
Sunnyson Y.F. Seid.Thesis (M.Phil.)--Chinese University of Hong Kong, 1997.Includes bibliographical ...
The method of equation error can be posed and analyzed in an abstract setting that encompasses a var...
The coefficient in a linear elliptic partial differential equation can be estimated from interior me...
AbstractWe investigate the convergence rates for total variation regularization of the problem of id...
We consider elliptic problems with complicated, discontinuous diffusion tensor A0. One of the standa...
Consiglio Nazionale delle Ricerche, Biblioteca Centrale, P.le Aldo Moro, 7, ROMA (Italia) / CNR - Co...
The solution of an elliptic boundary value problem is an infinitely differentiable function of the c...
AbstractInverse, or identification, problems are currently receiving a great deal of attention in vi...
This paper considers the Dirichlet problem −div(a∇u a) = f on D, u a = 0 on ∂D, for a Lipschitz doma...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
A number of algorithms have been proposed and analyzed for estimating a coefficient in an elliptic b...
AbstractThe problem of computing a principal coefficient function P in the differential equation −∇·...
On the identification of coefficients of elliptic problems by asymptotic regularization / Karl-Heinz...
The identification problem of functional coefficients in an elliptic equation is considered. For thi...
In the present work we treat the inverse problem of identifying the matrix-valued diffusion coeffici...
Sunnyson Y.F. Seid.Thesis (M.Phil.)--Chinese University of Hong Kong, 1997.Includes bibliographical ...
The method of equation error can be posed and analyzed in an abstract setting that encompasses a var...
The coefficient in a linear elliptic partial differential equation can be estimated from interior me...
AbstractWe investigate the convergence rates for total variation regularization of the problem of id...
We consider elliptic problems with complicated, discontinuous diffusion tensor A0. One of the standa...
Consiglio Nazionale delle Ricerche, Biblioteca Centrale, P.le Aldo Moro, 7, ROMA (Italia) / CNR - Co...
The solution of an elliptic boundary value problem is an infinitely differentiable function of the c...
AbstractInverse, or identification, problems are currently receiving a great deal of attention in vi...
This paper considers the Dirichlet problem −div(a∇u a) = f on D, u a = 0 on ∂D, for a Lipschitz doma...
Thesis (Ph.D.)--Boston UniversityPLEASE NOTE: Boston University Libraries did not receive an Authori...
A number of algorithms have been proposed and analyzed for estimating a coefficient in an elliptic b...
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