Estimating the distance at which narwhal $(\textit{Monodon monoceros})$ respond to disturbance: a penalized threshold hidden Markov model
Fanny Dupont, Marianne Marcoux, Nigel E. Hussey, Jackie Dawson, Marie Auger-M\'eth\'e

TL;DR
This paper introduces a penalized hidden Markov model to accurately estimate behavioral response thresholds of narwhals to vessel disturbances, improving the assessment of disturbance impacts on marine mammals.
Contribution
The authors develop a novel lasso-penalized threshold hidden Markov model that efficiently estimates meaningful behavioral thresholds from telemetry data, addressing limitations of existing models.
Findings
Narwhals react to vessels up to 4 km away.
Narwhal behavior changes include decreased movement persistence.
Average maximum depth during response is 356 meters.
Abstract
Understanding behavioural responses to disturbances is vital for wildlife conservation. For example, in the Arctic, the decrease in sea ice has opened new shipping routes, increasing the need for impact assessments that quantify the distance at which marine mammals react to vessel presence. This information can then guide targeted mitigation policies, such as vessel slow-down regulations and delineation of avoidance areas. Using telemetry data to determine distances linked to deviations from normal behaviour requires advanced statistical models, such as threshold hidden Markov models (THMMs). While these are powerful tools, they do not assess whether the estimated threshold reflects a meaningful behavioural shift. We introduce a lasso-penalized THMM that builds on computationally efficient methods to impose penalties on HMMs and present a new, efficient penalized quasi-restricted…
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Taxonomy
TopicsMarine animal studies overview · Animal Behavior and Reproduction · Marine and fisheries research
