Boundary estimates for solutions of Monge-Ampère equations in the plane
Boundary integral equations and modified Green's functions
Boundary integral formulae for the reconstruction of electric and electromagnetic inhomogeneities of small volume
In this paper we discuss the approximate reconstruction of inhomogeneities of small volume. The data used for the reconstruction consist of boundary integrals of the (observed) electromagnetic fields. The numerical algorithms discussed are based on highly accurate asymptotic formulae for the electromagnetic fields in the presence of small volume inhomogeneities.
Boundary integral formulae for the reconstruction of electric and electromagnetic inhomogeneities of small volume
In this paper we discuss the approximate reconstruction of inhomogeneities of small volume. The data used for the reconstruction consist of boundary integrals of the (observed) electromagnetic fields. The numerical algorithms discussed are based on highly accurate asymptotic formulae for the electromagnetic fields in the presence of small volume inhomogeneities.
Boundary Lagrange multipliers in finite element methods: error analysis in natural forms.
Boundary layers for transmission problems with singularities.
Boundary problems of the second order with an indefinite weight-function.
Boundary regularity for certain fully nonlinear elliptic equations.
Boundary Subspaces for the Finite Element Method With Lagrange Multipliers.
Boundary value problems for elliptic equations.
In this note I will describe some recent results, obtained jointly with R. Fefferman and J. Pipher [RF-K-P], on the Dirichlet problem for second-order, divergence form elliptic equations, and some work in progress with J. Pipher [K-P] on the corresponding results for the Neumann and regularity problems.
Boundary value problems for quasi-linear elliptic second order equations in unbounded cone-like domains
We study the behaviour of weak solutions (as well as their gradients) of boundary value problems for quasi-linear elliptic divergence equations in domains extending to infinity along a cone.
Boundary value problems for second order elliptic equations in unbounded domains and Saint-Venant's principle
Boundary value problems for second-order partial differential equations with operator coefficients.
Boundary value problems for some classes of degenerating second order partial differential equations.
Boundary value problems for the stationary Schrödinger equation on Riemannian manifolds.
Boundary value problems in complex analysis. II.
Boundary value problems in domains with peaks.
Boundary value problems of generalized axially symmetric Helmholtz equations
Boundary variation for a Neumann problem
Boundary-Variation Solution of Eigenvalue Problems for Elliptic Operators.