2018
DOI: 10.1109/lgrs.2018.2830503
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A Modified General Polarimetric Model-Based Decomposition Method With the Simplified Neumann Volume Scattering Model

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Cited by 17 publications
(19 citation statements)
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“…With the variation of τ, the volume can change from a preferred orientation direction (τ = 0) to completely random (τ = 1). Under the linear approximation for the orientation distribution, one can obtain two linear models for the coherency matrix form [33,[37][38][39]]…”
Section: Neumann Decompositionmentioning
confidence: 99%
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“…With the variation of τ, the volume can change from a preferred orientation direction (τ = 0) to completely random (τ = 1). Under the linear approximation for the orientation distribution, one can obtain two linear models for the coherency matrix form [33,[37][38][39]]…”
Section: Neumann Decompositionmentioning
confidence: 99%
“…Two Yamaguchi volume scattering models are also approximately considered as two special cases of it [37,38]. It should be noted that Neumann generalized volume scattering model could be incorporated in any PolSAR/PolInSAR model-based decomposition framework [33]. However, the Neumann decomposition is generally employed by matching completely the Neumann volume scattering model to the observed coherency matrix in order to directly invert two model parameters.…”
Section: Neumann Decompositionmentioning
confidence: 99%
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“…Then, some excellent publications have appeared in the literature [8]- [14], and the review of these decomposition theorems is summarized in [15]. The decomposition technique is divided into two main categories: Model-based decomposition [16]- [22] and eigenvalue-eigenvector-based decomposition [23]- [25]. Among them, the model-based decomposition is directly related to the physical scattering mechanism, which can be constructed based on coherency or covariance matrix.…”
mentioning
confidence: 99%
“…Several models were compared in benchmarking exercises to evaluate the performance of the existing decomposition methods [29], [34]. To overcome the OVS, the volume scattering models, which continuously cover all possible variations are widely used and the extended decomposition methods have been proposed [19], [22], [28], [30], [35]. Among these extended decomposition methods, the generalized volume scattering model (GVSM) proposed by Antropov et al [19] is widely used to estimate the volume scattering component (FD/GVSM).…”
mentioning
confidence: 99%