Linking individual-based and statistical inferential models in movement ecology: A case study with black petrels (Procellaria parkinsoni)
Authored by George L W Perry, Todd E Dennis, Jingjing Zhang, Todd J Landers, Elizabeth Bell
Date Published: 2017
DOI: 10.1016/j.ecolmodel.2017.07.017
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Platforms:
R
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Model Documentation:
ODD
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Model Code URLs:
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Abstract
Individual-based models (IBMs) are increasingly used to explore
ecological systems and, in particular, the emergent outcomes of
individual-level processes. A major challenge in developing IBMs to
investigate the movement ecology of animals is that such models must
represent and parameterise unobserved behaviours occurring at multiple
hierarchical levels. Approaches based on approximate Bayesian
computation (ABC) methods have been used to support the
parameterisation, calibration and evaluation of IBMs. However, a key
component of the ABC approach is the use of multiple quantitative
patterns derived from empirical data to exclude model structures and
parameterisations that generate atypical or implausible patterns. We
propose a modelling framework that integrates information derived from
statistical inferential models, which are now widely used to describe
the behaviour of moving animals, with ABC methodologies for the
parameterisation and analysis of IBMs. To demonstrate its application,
we apply this framework to high-resolution movement trajectories of the
foraging trips of black petrels (Procellaria parkinsoni), an endangered
seabird endemic to New Zealand. The outcomes of our study show that the
use of inferential statistical models to summarise movement data can aid
model selection and parameterisation procedures via ABC, and yield
valuable insights into the modelling in movement ecology of animals. (C)
2017 Elsevier B.V. All rights reserved.
Tags
Individual-based model
Uncertainty
behavior
Parameter estimation
Pattern-oriented modelling
Animal movement
population
parameterization
spatial memory
information
Movement ecology
Simulation-models
Approximate bayesian computation
Hidden markov-models
State-space
model