Assessing the impacts of time to detection distribution assumptions on detection probability estimation
Adam Martin-Schwarze, Jarad Niemi, and Philip Dixon

TL;DR
This paper investigates how different assumptions about the time-to-detection distribution affect the accuracy of detection probability and abundance estimates in animal surveys, proposing flexible models that improve estimation accuracy.
Contribution
It introduces a flexible class of N-mixture models incorporating various time-to-detection distributions, including mixtures, to better account for detection heterogeneity.
Findings
Flexible TTDD models outperform non-mixture models in certain data scenarios.
Modeling detection heterogeneity leads to higher abundance estimates.
Effects of variables on detection and abundance are consistent across models.
Abstract
Abundance estimates from animal point-count surveys require accurate estimates of detection probabilities. The standard model for estimating detection from removal-sampled point-count surveys assumes that organisms at a survey site are detected at a constant rate; however, this assumption is often not justified. We consider a class of N-mixture models that allows for detection heterogeneity over time through a flexibly defined time-to-detection distribution (TTDD) and allows for fixed and random effects for both abundance and detection. Our model is thus a combination of survival time-to-event analysis with unknown-N, unknown-p abundance estimation. We specifically explore two-parameter families of TTDDs, e.g. gamma, that can additionally include a mixture component to model increased probability of detection in the initial observation period. We find that modeling a TTDD by using a…
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