Levy walk patterns in the foraging movements of spider monkeys (Ateles geoffroyi)
Gabriel Ramos-Fernandez, Jose Luis Mateos, Octavio Miramontes,, Germinal Cocho, Hernan Larralde, Barbara Ayala-Orozco

TL;DR
This study reveals that spider monkeys' foraging movements exhibit Levy walk patterns characterized by power-law distributions in step lengths and waiting times, aligning with optimal search strategies for scarce resources.
Contribution
The paper demonstrates that spider monkeys' foraging trajectories follow Levy walk patterns, providing insights into their search strategies and ecological behavior.
Findings
Step lengths follow a power-law distribution close to theoretical Levy walk predictions.
Waiting times between movements also follow a power-law distribution.
Mean square displacement indicates Levy walk-like movement patterns.
Abstract
Scale invariant patterns have been found in different biological systems, in many cases resembling what physicists have found in other nonbiological systems. Here we describe the foraging patterns of free-ranging spider monkeys (Ateles geoffroyi) in the forest of the Yucatan Peninsula, Mexico and find that these patterns resemble what physicists know as Levy walks. First, the length of a trajectory s constituent steps, or continuous moves in the same direction, is best described by a power-law distribution in which the frequency of ever larger steps decreases as a negative power function of their length. The rate of this decrease is very close to that predicted by a previous analytical Levy walk model to be an optimal strategy to search for scarce resources distributed at random Viswanathan et al 1999). Second, the frequency distribution of the duration of stops or waiting times also…
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Taxonomy
TopicsDiffusion and Search Dynamics · Animal Behavior and Reproduction · Animal Vocal Communication and Behavior
