References
- Ammari , H and He , S . 1998 . Effective impedance boundary conditions for an inhomogeneous thin layer on a curved metallic surface . IEEE Transactions on Antennas and Propagation , 46 ( 5 ) : 710 – 715 .
- Beretta , E , Francini , E and Vogelius , MS . 2003 . Asymptotic formulas for steady state voltage potentials in the presence of thin inhomogeneities. A rigorous error analysis . Journal de Mathematiques Pures et Appliquées , 9 : 1277 – 1301 .
- Beretta , E , Mukherjee , A and Vogelius , M . 2001 . Asymptotic formulas for steady state voltage potentials in the presence of conductivity imperfections of small area . Zeitschrift für Angewandte Mathematik and Physik , 52 ( 4 ) : 543 – 572 .
- Carvalho dos Santos , LA and Hounie , J . 2004 . Estimates for the poisson kernel and hardy spaces on compact manifolds . Journal of Mathematical Analysis and Applications , 299 ( 2 ) : 465 – 493 .
- Engquist , B and Nédélec , JC . 1993 . Effective boundary condition for acoustic and electromagnetic scattering thin layer. Technical Report of CMAP 278
- Hansen , DJ , Poignard , C and Vogelius , MS . 2007 . Asymptotically precise norm estimates of scattering from a small circular inhomogeneity . Applicable Analysis , 86 ( 4 ) : 433 – 458 .
- Lafitte , O and Lebeau , G . 1993 . Équations de Maxwell et opérateur d’impédance sur le bord d’un obstacle convexe absorbant . Comptes Rendus de l' Académic dis Science, Paris, Série I, Mathématiques , 316 ( 11 ) : 1177 – 1182 .
- Lafitte , OD . 1999 . Diffraction in the high frequency regime by a thin layer of dielectric material. I. The equivalent impedance boundary condition . SIAM Journal on Applied Mathematics , 59 ( 3 ) : 1028 – 1052 . (electronic)
- Leontovitch , MA . 1948 . Approximate boundary condition for the electromagnetic field on the surface of a good conductor . Investigations on Radiowave Propagation, PtII (Printing House of the Acad. of Sciences) , Moscow : 5 – 12 .
- Poignard , C . 2007 . Asymptotics for steady state voltage potentials in a bidimensionnal highly contrasted medium with thin layer. . Mathematical Methods in the Applied Sciences ,