Evidence base inside this review is the provided full manuscript text plus directly cited methodological/theoretical foundations (e.g., optimal escape theory, hurdle models, phylogenetic comparative methods).
The paperβs main quantitative claims are expressed in terms of posterior-predictive probabilities and model coefficients on the immobility (logit) and conditional jump distance (log-normal) components.
The authors use a two-component hurdle model: (1) a Bernoulli component for whether a trial ends in immobility (jump distance=0), and (2) a log-normal component for conditional jump distance among trials where escaping occurs (jump distance > 0).
Mechanistically, this decomposition is a direct answer to a common problem in escape research: the same covariate can affect decision threshold (flee vs freeze) without affecting motor intensity once fleeing occurs (or vice versa). The paper explicitly tests such βpartial independenceβ by joint estimation.
The manuscript states analyses can be reproduced using data and Quarto documents provided by Anonymous (2026), and it reports deposition of the pruned 17-species ultrametric tree at Zenodo with DOI 10.5281/zenodo.20297485.
Custom summaries of the latest cutting edge Science research. Every Friday. No Ads.