✍ Scribed by C. H. Wilcox
No coin nor oath required. For personal study only.
📜 SIMILAR VOLUMES
## Abstract In the inverse electromagnetic scattering problem for an inhomogeneity of compact support with constant permittivity Colton and Päivärinta suggested an optimization scheme which yields a numerical method for determining the refractive index if the far‐field data of the scattering proble
## An expansion theorem is derived for products of two generalized Hermite-Gauss functions on two arbitrary centers in terms of an orthogonal but otherwise arbitrary set of Hermite functions. Some special cases are considered and the use of the results for the evaluation of all the matrix elements
## Abstract We prove an Atkinson–Wilcox‐type expansion for two‐dimensional elastic waves in this paper. The approach developed on the two‐dimensional Helmholtz equation will be applied in the proof. When the elastic fields are involved, the situation becomes much harder due to two wave solutions pr