非线性微波成像的稀疏重建算法

Hidayet Zaimaga, A. Fraysse, M. Lambert
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引用次数: 2

摘要

本文提出了一种两步反演方法,可对非线性微波成像散射体的未知(复杂)介电剖面进行稀疏恢复。将该方法应用于微波成像中的非线性逆散射问题,该问题与联合稀疏性相关,给出了具有共同非零支持的多个稀疏解。数值结果表明,在小散射体情况下,与现有的稀疏恢复算法相比,所提出的两步反演方法具有很大的潜力。
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Sparse reconstruction algorithms for nonlinear microwave imaging
This paper presents a two-step inverse process which allows sparse recovery of the unknown (complex) dielectric profiles of scatterers for nonlinear microwave imaging. The proposed approach is applied to a nonlinear inverse scattering problem arising in microwave imaging and correlated with joint sparsity which gives multiple sparse solutions that share a common nonzero support. Numerical results demonstrate the potential of the proposed two step inversion approach when compared to existing sparse recovery algorithm for the case of small scatterers.
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