State-switching continuous-time correlated random walks
Th\'eo Michelot, Paul G. Blackwell

TL;DR
This paper introduces a multistate continuous-time correlated random walk model for animal movement, combining state-switching behavior with continuous-time dynamics, and provides a Bayesian inference method using MCMC, demonstrated on seal tracking data.
Contribution
It develops a novel multistate continuous-time movement model with Bayesian inference, integrating behavioral state-switching with continuous-time animal movement modeling.
Findings
The method accurately infers behavioral states from simulated data.
Application to seal data reveals distinct movement behaviors.
The model accommodates irregular sampling and measurement error.
Abstract
Continuous-time models have been developed to capture features of animal movement across temporal scales. In particular, one popular model is the continuous-time correlated random walk, in which the velocity of an animal is formulated as an Ornstein-Uhlenbeck process, to capture the autocorrelation in the speed and direction of its movement. In telemetry analyses, discrete-time state-switching models (such as hidden Markov models) have been increasingly popular to identify behavioural phases from animal tracking data. We propose a multistate formulation of the continuous-time correlated random walk, with an underlying Markov process used as a proxy for the animal's behavioural state process. We present a Markov chain Monte Carlo algorithm to carry out Bayesian inference for this multistate continuous-time model. Posterior samples of the hidden state sequence, of the state transition…
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Taxonomy
TopicsMarine animal studies overview · Wildlife Ecology and Conservation · Animal Behavior and Welfare Studies
