Home > Research > Publications & Outputs > Accounting for the bin structure of data remove...

Links

Text available via DOI:

View graph of relations

Accounting for the bin structure of data removes bias when fitting size spectra

Research output: Contribution to Journal/MagazineJournal articlepeer-review

Published

Standard

Accounting for the bin structure of data removes bias when fitting size spectra. / Edwards, A.M.; Robinson, J.P.W.; Blanchard, J.L. et al.
In: Marine Ecology Progress Series, Vol. 636, 20.02.2020, p. 19-33.

Research output: Contribution to Journal/MagazineJournal articlepeer-review

Harvard

Edwards, AM, Robinson, JPW, Blanchard, JL, Baum, JK & Plank, MJ 2020, 'Accounting for the bin structure of data removes bias when fitting size spectra', Marine Ecology Progress Series, vol. 636, pp. 19-33. https://doi.org/10.3354/meps13230

APA

Edwards, A. M., Robinson, J. P. W., Blanchard, J. L., Baum, J. K., & Plank, M. J. (2020). Accounting for the bin structure of data removes bias when fitting size spectra. Marine Ecology Progress Series, 636, 19-33. https://doi.org/10.3354/meps13230

Vancouver

Edwards AM, Robinson JPW, Blanchard JL, Baum JK, Plank MJ. Accounting for the bin structure of data removes bias when fitting size spectra. Marine Ecology Progress Series. 2020 Feb 20;636:19-33. doi: 10.3354/meps13230

Author

Edwards, A.M. ; Robinson, J.P.W. ; Blanchard, J.L. et al. / Accounting for the bin structure of data removes bias when fitting size spectra. In: Marine Ecology Progress Series. 2020 ; Vol. 636. pp. 19-33.

Bibtex

@article{1684f3a5eea344089ff7b8efab349f57,
title = "Accounting for the bin structure of data removes bias when fitting size spectra",
abstract = "Size spectra are recommended tools for detecting the response of marine communities to fishing or to management measures. A size spectrum succinctly describes how a property, such as abundance or biomass, varies with body size in a community. Required data are often collected in binned form, such as numbers of individuals in 1 cm length bins. Numerous methods have been employed to fit size spectra, but most give biased estimates when tested on simulated data, and none account for the data{\textquoteright}s bin structure (breakpoints of bins). Here, we used 8 methods to fit an annual size-spectrum exponent, b, to an example data set (30 yr of the North Sea International Bottom Trawl Survey). The methods gave conflicting conclusions regarding b declining (the size spectrum steepening) through time, and so any resulting advice to ecosystem managers will be highly dependent upon the method used. Using simulated data, we showed that ignoring the bin structure gives biased estimates of b, even for high-resolution data. However, our extended likelihood method, which explicitly accounts for the bin structure, accurately estimated b and its confidence intervals, even for coarsely collected data. We developed a novel visualisation method that accounts for the bin structure and associated uncertainty, provide recommendations concerning different data types and have created an R package (sizeSpectra) to reproduce all results and encourage use of our methods. This work is also relevant to wider applications where a power-law distribution (the underlying distribution for a size spectrum) is fitted to binned data. {\textcopyright} The authors 2020. Open Access under Creative Commons by Attribution Licence. Use, distribution and reproduction are unrestricted. Authors and original publication must be credited.",
keywords = "Abundance size spectrum, Biomass size spectrum Individual size distribution, Ecosystem indicators, Ecosystem-based fisheries management, Power-law distribution, Truncated Pareto distribution",
author = "A.M. Edwards and J.P.W. Robinson and J.L. Blanchard and J.K. Baum and M.J. Plank",
year = "2020",
month = feb,
day = "20",
doi = "10.3354/meps13230",
language = "English",
volume = "636",
pages = "19--33",
journal = "Marine Ecology Progress Series",
issn = "0171-8630",
publisher = "Inter-Research",

}

RIS

TY - JOUR

T1 - Accounting for the bin structure of data removes bias when fitting size spectra

AU - Edwards, A.M.

AU - Robinson, J.P.W.

AU - Blanchard, J.L.

AU - Baum, J.K.

AU - Plank, M.J.

PY - 2020/2/20

Y1 - 2020/2/20

N2 - Size spectra are recommended tools for detecting the response of marine communities to fishing or to management measures. A size spectrum succinctly describes how a property, such as abundance or biomass, varies with body size in a community. Required data are often collected in binned form, such as numbers of individuals in 1 cm length bins. Numerous methods have been employed to fit size spectra, but most give biased estimates when tested on simulated data, and none account for the data’s bin structure (breakpoints of bins). Here, we used 8 methods to fit an annual size-spectrum exponent, b, to an example data set (30 yr of the North Sea International Bottom Trawl Survey). The methods gave conflicting conclusions regarding b declining (the size spectrum steepening) through time, and so any resulting advice to ecosystem managers will be highly dependent upon the method used. Using simulated data, we showed that ignoring the bin structure gives biased estimates of b, even for high-resolution data. However, our extended likelihood method, which explicitly accounts for the bin structure, accurately estimated b and its confidence intervals, even for coarsely collected data. We developed a novel visualisation method that accounts for the bin structure and associated uncertainty, provide recommendations concerning different data types and have created an R package (sizeSpectra) to reproduce all results and encourage use of our methods. This work is also relevant to wider applications where a power-law distribution (the underlying distribution for a size spectrum) is fitted to binned data. © The authors 2020. Open Access under Creative Commons by Attribution Licence. Use, distribution and reproduction are unrestricted. Authors and original publication must be credited.

AB - Size spectra are recommended tools for detecting the response of marine communities to fishing or to management measures. A size spectrum succinctly describes how a property, such as abundance or biomass, varies with body size in a community. Required data are often collected in binned form, such as numbers of individuals in 1 cm length bins. Numerous methods have been employed to fit size spectra, but most give biased estimates when tested on simulated data, and none account for the data’s bin structure (breakpoints of bins). Here, we used 8 methods to fit an annual size-spectrum exponent, b, to an example data set (30 yr of the North Sea International Bottom Trawl Survey). The methods gave conflicting conclusions regarding b declining (the size spectrum steepening) through time, and so any resulting advice to ecosystem managers will be highly dependent upon the method used. Using simulated data, we showed that ignoring the bin structure gives biased estimates of b, even for high-resolution data. However, our extended likelihood method, which explicitly accounts for the bin structure, accurately estimated b and its confidence intervals, even for coarsely collected data. We developed a novel visualisation method that accounts for the bin structure and associated uncertainty, provide recommendations concerning different data types and have created an R package (sizeSpectra) to reproduce all results and encourage use of our methods. This work is also relevant to wider applications where a power-law distribution (the underlying distribution for a size spectrum) is fitted to binned data. © The authors 2020. Open Access under Creative Commons by Attribution Licence. Use, distribution and reproduction are unrestricted. Authors and original publication must be credited.

KW - Abundance size spectrum

KW - Biomass size spectrum Individual size distribution

KW - Ecosystem indicators

KW - Ecosystem-based fisheries management

KW - Power-law distribution

KW - Truncated Pareto distribution

U2 - 10.3354/meps13230

DO - 10.3354/meps13230

M3 - Journal article

VL - 636

SP - 19

EP - 33

JO - Marine Ecology Progress Series

JF - Marine Ecology Progress Series

SN - 0171-8630

ER -