Bayesian estimation of predator diet composition from fatty acids and stable isotopes

Quantitative analysis of stable isotopes (SI) and, more recently, fatty acid profiles (FAP) are useful and complementary tools for estimating the relative contribution of different prey items in the diet of a predator. The combination of these two approaches, however, has thus far been limited and q...

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Main Authors: Philipp Neubauer, Olaf P. Jensen
Format: Article
Language:English
Published: PeerJ Inc. 2015-04-01
Series:PeerJ
Subjects:
Online Access:https://peerj.com/articles/920.pdf
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spelling doaj-3333f310b77343d9a5bb76f68d9907c42020-11-24T23:11:59ZengPeerJ Inc.PeerJ2167-83592015-04-013e92010.7717/peerj.920920Bayesian estimation of predator diet composition from fatty acids and stable isotopesPhilipp Neubauer0Olaf P. Jensen1Dragonfly Science, Wellington, New ZealandDepartment of Marine and Coastal Science, Rutgers University, Institute of Marine & Coastal Sciences, New Brunswick, NJ, USAQuantitative analysis of stable isotopes (SI) and, more recently, fatty acid profiles (FAP) are useful and complementary tools for estimating the relative contribution of different prey items in the diet of a predator. The combination of these two approaches, however, has thus far been limited and qualitative. We propose a mixing model for FAP that follows the Bayesian machinery employed in state-of-the-art mixing models for SI. This framework provides both point estimates and probability distributions for individual and population level diet proportions. Where fat content and conversion coefficients are available, they can be used to improve diet estimates. This model can be explicitly integrated with analogous models for SI to increase resolution and clarify predator–prey relationships. We apply our model to simulated data and an experimental dataset that allows us to illustrate modeling strategies and demonstrate model performance. Our methods are provided as an open source software package for the statistical computing environment R.https://peerj.com/articles/920.pdfStable isotope analysisQuantitative fatty acid analysisBayesian mixing modelQFASAFatty acid signatureDiet analysis
collection DOAJ
language English
format Article
sources DOAJ
author Philipp Neubauer
Olaf P. Jensen
spellingShingle Philipp Neubauer
Olaf P. Jensen
Bayesian estimation of predator diet composition from fatty acids and stable isotopes
PeerJ
Stable isotope analysis
Quantitative fatty acid analysis
Bayesian mixing model
QFASA
Fatty acid signature
Diet analysis
author_facet Philipp Neubauer
Olaf P. Jensen
author_sort Philipp Neubauer
title Bayesian estimation of predator diet composition from fatty acids and stable isotopes
title_short Bayesian estimation of predator diet composition from fatty acids and stable isotopes
title_full Bayesian estimation of predator diet composition from fatty acids and stable isotopes
title_fullStr Bayesian estimation of predator diet composition from fatty acids and stable isotopes
title_full_unstemmed Bayesian estimation of predator diet composition from fatty acids and stable isotopes
title_sort bayesian estimation of predator diet composition from fatty acids and stable isotopes
publisher PeerJ Inc.
series PeerJ
issn 2167-8359
publishDate 2015-04-01
description Quantitative analysis of stable isotopes (SI) and, more recently, fatty acid profiles (FAP) are useful and complementary tools for estimating the relative contribution of different prey items in the diet of a predator. The combination of these two approaches, however, has thus far been limited and qualitative. We propose a mixing model for FAP that follows the Bayesian machinery employed in state-of-the-art mixing models for SI. This framework provides both point estimates and probability distributions for individual and population level diet proportions. Where fat content and conversion coefficients are available, they can be used to improve diet estimates. This model can be explicitly integrated with analogous models for SI to increase resolution and clarify predator–prey relationships. We apply our model to simulated data and an experimental dataset that allows us to illustrate modeling strategies and demonstrate model performance. Our methods are provided as an open source software package for the statistical computing environment R.
topic Stable isotope analysis
Quantitative fatty acid analysis
Bayesian mixing model
QFASA
Fatty acid signature
Diet analysis
url https://peerj.com/articles/920.pdf
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