Comparison of the Noise Robustness of FVC Retrieval Algorithms Based on Linear Mixture Models

The fraction of vegetation cover (FVC) is often estimated by unmixing a linear mixture model (LMM) to assess the horizontal spread of vegetation within a pixel based on a remotely sensed reflectance spectrum. The LMM-based algorithm produces results that can vary to a certain degree, depending on th...

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Main Authors: Hiroki Yoshioka, Kenta Obata
Format: Article
Language:English
Published: MDPI AG 2011-07-01
Series:Remote Sensing
Subjects:
Online Access:http://www.mdpi.com/2072-4292/3/7/1344/
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spelling doaj-076c32fa6782441483a99579386a1d702020-11-24T22:46:17ZengMDPI AGRemote Sensing2072-42922011-07-01371344136410.3390/rs3071344Comparison of the Noise Robustness of FVC Retrieval Algorithms Based on Linear Mixture ModelsHiroki YoshiokaKenta ObataThe fraction of vegetation cover (FVC) is often estimated by unmixing a linear mixture model (LMM) to assess the horizontal spread of vegetation within a pixel based on a remotely sensed reflectance spectrum. The LMM-based algorithm produces results that can vary to a certain degree, depending on the model assumptions. For example, the robustness of the results depends on the presence of errors in the measured reflectance spectra. The objective of this study was to derive a factor that could be used to assess the robustness of LMM-based algorithms under a two-endmember assumption. The factor was derived from the analytical relationship between FVC values determined according to several previously described algorithms. The factor depended on the target spectra, endmember spectra, and choice of the spectral vegetation index. Numerical simulations were conducted to demonstrate the dependence and usefulness of the technique in terms of robustness against the measurement noise.http://www.mdpi.com/2072-4292/3/7/1344/fraction of vegetation coverlinear mixture modelpropagated errorvegetation indexoptimum algorithmasymmetric ellipsenoise robustness
collection DOAJ
language English
format Article
sources DOAJ
author Hiroki Yoshioka
Kenta Obata
spellingShingle Hiroki Yoshioka
Kenta Obata
Comparison of the Noise Robustness of FVC Retrieval Algorithms Based on Linear Mixture Models
Remote Sensing
fraction of vegetation cover
linear mixture model
propagated error
vegetation index
optimum algorithm
asymmetric ellipse
noise robustness
author_facet Hiroki Yoshioka
Kenta Obata
author_sort Hiroki Yoshioka
title Comparison of the Noise Robustness of FVC Retrieval Algorithms Based on Linear Mixture Models
title_short Comparison of the Noise Robustness of FVC Retrieval Algorithms Based on Linear Mixture Models
title_full Comparison of the Noise Robustness of FVC Retrieval Algorithms Based on Linear Mixture Models
title_fullStr Comparison of the Noise Robustness of FVC Retrieval Algorithms Based on Linear Mixture Models
title_full_unstemmed Comparison of the Noise Robustness of FVC Retrieval Algorithms Based on Linear Mixture Models
title_sort comparison of the noise robustness of fvc retrieval algorithms based on linear mixture models
publisher MDPI AG
series Remote Sensing
issn 2072-4292
publishDate 2011-07-01
description The fraction of vegetation cover (FVC) is often estimated by unmixing a linear mixture model (LMM) to assess the horizontal spread of vegetation within a pixel based on a remotely sensed reflectance spectrum. The LMM-based algorithm produces results that can vary to a certain degree, depending on the model assumptions. For example, the robustness of the results depends on the presence of errors in the measured reflectance spectra. The objective of this study was to derive a factor that could be used to assess the robustness of LMM-based algorithms under a two-endmember assumption. The factor was derived from the analytical relationship between FVC values determined according to several previously described algorithms. The factor depended on the target spectra, endmember spectra, and choice of the spectral vegetation index. Numerical simulations were conducted to demonstrate the dependence and usefulness of the technique in terms of robustness against the measurement noise.
topic fraction of vegetation cover
linear mixture model
propagated error
vegetation index
optimum algorithm
asymmetric ellipse
noise robustness
url http://www.mdpi.com/2072-4292/3/7/1344/
work_keys_str_mv AT hirokiyoshioka comparisonofthenoiserobustnessoffvcretrievalalgorithmsbasedonlinearmixturemodels
AT kentaobata comparisonofthenoiserobustnessoffvcretrievalalgorithmsbasedonlinearmixturemodels
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