Home > Research > Publications & Outputs > Geostatistically estimated image noise is a fun...

Links

Text available via DOI:

View graph of relations

Geostatistically estimated image noise is a function of variance in the underlying signal

Research output: Contribution to Journal/MagazineJournal articlepeer-review

Published

Standard

Geostatistically estimated image noise is a function of variance in the underlying signal. / Asmat, A.; Atkinson, Peter M.; Foody, Giles M.
In: International Journal of Remote Sensing, Vol. 31, No. 4, 2010, p. 1009-1025.

Research output: Contribution to Journal/MagazineJournal articlepeer-review

Harvard

Asmat, A, Atkinson, PM & Foody, GM 2010, 'Geostatistically estimated image noise is a function of variance in the underlying signal', International Journal of Remote Sensing, vol. 31, no. 4, pp. 1009-1025. https://doi.org/10.1080/01431160902922888

APA

Vancouver

Asmat A, Atkinson PM, Foody GM. Geostatistically estimated image noise is a function of variance in the underlying signal. International Journal of Remote Sensing. 2010;31(4):1009-1025. Epub 2010 Feb 24. doi: 10.1080/01431160902922888

Author

Asmat, A. ; Atkinson, Peter M. ; Foody, Giles M. / Geostatistically estimated image noise is a function of variance in the underlying signal. In: International Journal of Remote Sensing. 2010 ; Vol. 31, No. 4. pp. 1009-1025.

Bibtex

@article{5f3125cbae0541b68893a593d9de3126,
title = "Geostatistically estimated image noise is a function of variance in the underlying signal",
abstract = "Estimation of noise contained within a remote sensing image is often a prerequisite to dealing with the deleterious effects of noise on the signal. Image based methods to estimate noise are attractive to researchers for a range of applications because they are in many cases automatic and do not depend on external data or laboratory measurement. In this paper, the geostatistical method for estimating image noise was applied to Compact Airborne Spectrographic Imager (CASI) imagery. Three CASI wavebands (0.46–0.49 μm (blue), 0.63–0.64 μm (red), 0.70–0.71 μm (near-infrared)) and four land covers (coniferous woodland, grassland, heathland and deciduous woodland) were selected for analysis. Five sub-images were identified per land cover resulting in 20 example cases per waveband. As in previous studies, the analysis showed that noise was related to land cover type. However, the noise estimates were not related to the mean of the signal in any waveband. Rather, the noise estimates were related to the square root of the semivariogram sill, which represents the variability in the underlying signal. These results suggest that the noise estimates produced using the geostatistical method may be inflated where the variance in the image is large. Regression of the noise estimates on the square root of the sill may lead to a stable noise estimate (i.e. the regression intercept), which is not affected by the variability in the image. This provides a refined geostatistical (GS) method that avoids the problems outlined above.",
author = "A. Asmat and Atkinson, {Peter M.} and Foody, {Giles M.}",
note = "M1 - 4",
year = "2010",
doi = "10.1080/01431160902922888",
language = "English",
volume = "31",
pages = "1009--1025",
journal = "International Journal of Remote Sensing",
issn = "0143-1161",
publisher = "TAYLOR & FRANCIS LTD",
number = "4",

}

RIS

TY - JOUR

T1 - Geostatistically estimated image noise is a function of variance in the underlying signal

AU - Asmat, A.

AU - Atkinson, Peter M.

AU - Foody, Giles M.

N1 - M1 - 4

PY - 2010

Y1 - 2010

N2 - Estimation of noise contained within a remote sensing image is often a prerequisite to dealing with the deleterious effects of noise on the signal. Image based methods to estimate noise are attractive to researchers for a range of applications because they are in many cases automatic and do not depend on external data or laboratory measurement. In this paper, the geostatistical method for estimating image noise was applied to Compact Airborne Spectrographic Imager (CASI) imagery. Three CASI wavebands (0.46–0.49 μm (blue), 0.63–0.64 μm (red), 0.70–0.71 μm (near-infrared)) and four land covers (coniferous woodland, grassland, heathland and deciduous woodland) were selected for analysis. Five sub-images were identified per land cover resulting in 20 example cases per waveband. As in previous studies, the analysis showed that noise was related to land cover type. However, the noise estimates were not related to the mean of the signal in any waveband. Rather, the noise estimates were related to the square root of the semivariogram sill, which represents the variability in the underlying signal. These results suggest that the noise estimates produced using the geostatistical method may be inflated where the variance in the image is large. Regression of the noise estimates on the square root of the sill may lead to a stable noise estimate (i.e. the regression intercept), which is not affected by the variability in the image. This provides a refined geostatistical (GS) method that avoids the problems outlined above.

AB - Estimation of noise contained within a remote sensing image is often a prerequisite to dealing with the deleterious effects of noise on the signal. Image based methods to estimate noise are attractive to researchers for a range of applications because they are in many cases automatic and do not depend on external data or laboratory measurement. In this paper, the geostatistical method for estimating image noise was applied to Compact Airborne Spectrographic Imager (CASI) imagery. Three CASI wavebands (0.46–0.49 μm (blue), 0.63–0.64 μm (red), 0.70–0.71 μm (near-infrared)) and four land covers (coniferous woodland, grassland, heathland and deciduous woodland) were selected for analysis. Five sub-images were identified per land cover resulting in 20 example cases per waveband. As in previous studies, the analysis showed that noise was related to land cover type. However, the noise estimates were not related to the mean of the signal in any waveband. Rather, the noise estimates were related to the square root of the semivariogram sill, which represents the variability in the underlying signal. These results suggest that the noise estimates produced using the geostatistical method may be inflated where the variance in the image is large. Regression of the noise estimates on the square root of the sill may lead to a stable noise estimate (i.e. the regression intercept), which is not affected by the variability in the image. This provides a refined geostatistical (GS) method that avoids the problems outlined above.

U2 - 10.1080/01431160902922888

DO - 10.1080/01431160902922888

M3 - Journal article

VL - 31

SP - 1009

EP - 1025

JO - International Journal of Remote Sensing

JF - International Journal of Remote Sensing

SN - 0143-1161

IS - 4

ER -