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Stability for Inverse Electromagnetic Obstacle Scattering Problems,In this chapter, we deal with the stability issue for the inverse obstacle problem associated with the electromagnetic scattering. We follow the treatment in [.] on a quantitative path argument. We are concerned with the electromagnetic scattering problem, in the time-harmonic case, which is governed by the Maxwell systemas follows.一加就喷出 发表于 2025-3-27 13:58:14
,Geometric Structures of Helmholtz’s Transmission Eigenfunctions with General Transmission ConditionLet . be a bounded Lipschitz domain in ., . = 2, 3, and . ∈ .(.) and . ∈ .(.) be possibly complex-valued functions. Consider the following interior transmission eigenvalue problem with a conductive boundary condition for ., . ∈ .(.)极大痛苦 发表于 2025-3-27 19:18:15
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Huaian Diao,Hongyu LiuComprehensive treatment of inverse scattering problems; associates with acoustic, electromagnetic & elastic waves.Includes discussions on the geometrical inverse shape problems by minimal measurementsnurture 发表于 2025-3-28 04:09:50
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Path Argument for Inverse Acoustic and Electromagnetic Obstacle Scattering Problems,nd . to represent the incident, scattered and total field, respectively, where . = . + . and . with . being the incident direction and . > 0 being the wave number. Let . be an impenetrable obstacle, where . is a general compact set in . with an open connect complement ..