[1] Ammari H, Hamdache K, Nédélec J C. Chirality in the Maxwell equations by the dipole approximation. SIAM J Appl Math, 1999, 59:2045-2059
[2] Ammari H, Nédélec J C. Time-harmonic electromagnetic fields in chiral media. Modern Mathematical Methods in Diffraction Theory and its Applications in Engineering, 1997, 42:174-202
[3] Ammari H, Nédélec J C. Small chirality behavior of solutions to electromagnetic scattering problems in chiral media. Math Method Appl Sci, 1998, 21:327-359
[4] Ammari H, Nédélec J C. Time-harmonic electromagnetic fields in thin chiral curved layers. SIAM J Math Anal, 1998, 29:395-423
[5] Ammari H, Laouadi M, Nédélec J C. Low frequency behavior of solutions to electromagnetic scattering problems in chiral media. SIAM J Appl Math, 1998, 58:1022-1042
[6] Ammari H, Nédélec J C. Analysis of the diffraction from chiral gratings. Mathematical Modelling in Optical Science, 2001, 22:179-206
[7] Ammari H, Bao G. Coupling of finite element and boundary element methods for the electromagnetic diffraction problem by a periodic chiral structure. J Comput Math, 2008, 26:261-283
[8] Zhang D, Ma F. Two-dimensional electromagnetic scattering from periodic chiral structures and its finite element approximation. Northeast Math J, 2004, 20:236-252
[9] Zhang D, Ma F. A finite element method with perfectly matched absorbing layers for the wave scattering by a periodic chiral structure. J Comput Math, 2007, 25:458-472
[10] Colton D, Kress R. Inverse Acoustic and Electromagnetic Scattering Theory. New York:Springer-Verlag, 1998
[11] Krutitskii P A. A new integral equation approach to the Neumann problem in acoustic scattering. Math Meth Appl Sci, 2001, 24:1247-1256
[12] Colton D, Kress R. Integral Equation Methods in Scattering Theory. New York:Wiley, 1984 |