期刊
LANDSCAPE ECOLOGY
卷 36, 期 10, 页码 2879-2895出版社
SPRINGER
DOI: 10.1007/s10980-021-01283-x
关键词
Capture-recapture; Detection probability; Heterogeneity; Spatial autocorrelation; Varying effort; Wildlife monitoring
资金
- Norwegian University of Life Sciences
Spatial capture-recapture (SCR) models are useful for analyzing wildlife monitoring data, but unmodeled spatial heterogeneity in detection probability can lead to biases and reduced precision in parameter estimates. Practitioners should consider the impact of spatial autocorrelation in detectability on their inferences and develop SCR methods that account for unknown spatial variability in detection probability.
Context Spatial capture-recapture (SCR) models are increasingly popular for analyzing wildlife monitoring data. SCR can account for spatial heterogeneity in detection that arises from individual space use (detection kernel), variation in the sampling process, and the distribution of individuals (density). However, unexplained and unmodeled spatial heterogeneity in detectability may remain due to cryptic factors, both intrinsic and extrinsic to the study system. This is the case, for example, when covariates coding for variable effort and detection probability in general are incomplete or entirely lacking. Objectives We identify how the magnitude and configuration of unmodeled, spatially variable detection probability influence SCR parameter estimates. Methods We simulated SCR data with spatially variable and autocorrelated detection probability. We then fitted an SCR model ignoring this variation to the simulated data and assessed the impact of model misspecification on inferences. Results Highly-autocorrelated spatial heterogeneity in detection probability (Moran's I = 0.85-0.96), modulated by the magnitude of the unmodeled heterogeneity, can lead to pronounced negative bias (up to 65%, or about 44-fold decrease compared to the reference scenario), reduction in precision (249% or 2.5-fold) and coverage probability of the 95% credible intervals associated with abundance estimates to 0. Conversely, at low levels of spatial autocorrelation (median Moran's I = 0), even severe unmodeled heterogeneity in detection probability did not lead to pronounced bias and only caused slight reductions in precision and coverage of abundance estimates. Conclusions Unknown and unmodeled variation in detection probability is liable to be the norm, rather than the exception, in SCR studies. We encourage practitioners to consider the impact that spatial autocorrelation in detectability has on their inferences and urge the development of SCR methods that can take structured, unknown or partially unknown spatial variability in detection probability into account.
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