| Literature DB >> 32313036 |
Ana Luísa Barros1, Gonçalo Curveira-Santos2, Tiago André Marques3,4, Margarida Santos-Reis2.
Abstract
The patterns of species co-occurrence have long served as a primary approach to explore concepts of interspecific interaction. However, the interpretation of such patterns is difficult as they can result from several complex ecological processes, in a scale-dependent manner. Here, we aim to investigate the co-occurrence pattern between European rabbit and wild boar in an estate in Central Portugal, using two-species occupancy modelling. With this framework, we tested species interaction for occupancy and detection, but also the interdependencies between both parameters. According to our results, the wild boar and European rabbit occurred independently in the study area. However, model averaging of the detection parameters revealed a potential positive effect of wild boar's presence on rabbit's detection probability. Upon further analysis of the parameter interdependencies, our results suggested that failing to account for a positive effect on rabbit's detection could lead to potentially biased interpretations of the co-occurrence pattern. Our study, in spite of preliminary, highlights the need to understand these different pathways of species interaction to avoid erroneous inferences.Entities:
Mesh:
Year: 2020 PMID: 32313036 PMCID: PMC7170872 DOI: 10.1038/s41598-020-63492-9
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Location of the study area in Portugal and sampling design in Charneca, Companhia das Lezírias (CL) (map created in QGIS 3.12.0, http://qgis.osgeo.org). Depiction of the main land-cover types and the 73 sampling points (sites), 1 km apart, with species- and site-specific detection patterns (open circles for European rabbit, open squares for wild boar, open triangles for both species and closed triangles for neither).
Covariates selected to model European rabbit (ER) and wild boar (WB) occupancy probability (ψ) in Charneca (CL), according to species’ ecological requirements. For each covariate an abbreviation code and brief description are presented.
| Covariate | Code | Description | Species |
|---|---|---|---|
| Dense scrubland | Dense | Undisturbed forest and scrubland patches with > 60% understory cover, dominated by | ER |
| Sparse scrubland | Sparse | Semi-disturbed forest and scrubland patches, with understory cover between 30–60%, and moderate grazing pressures. | ER/WB |
| Absent scrubland | Absent | Highly disturbed forest patches with <30% understory cover due to intense grazing pressure and/or shrub clearance activities. | ER/WB |
| Montado | Mont | Agrosilvopastoral system dominated by | ER/WB |
| Pine stands | Pine | Dominated by | ER/WB |
| Landscape heterogeneity | Div | Patch diversity in a 100 meters radius buffer, measured by the Shannon diversity index ( | ER/WB |
| Riparian vegetation | Rip | Dense vegetation adjacent to waterlines, with mixed composition of | WB |
| Cultivated areas | Cult | Area dedicated to agricultural practices, composed of olive groves, irrigated areas for forage production and fallow land. Measured as the distance, in meters, from the buffer’s centroid. | ER/WB |
| Artificial feeding | Art | Points of artificial food and water supply for European rabbit. Measured as the distance, in meters, from the buffer’s centroid. | ER |
| Cattle disturbance | Cattle | Grazing pressure index given by | ER/WB |
Single-season two-species occupancy model parameters and definition in accordance with the parameterization of Richmond et al., 2010. “WB” stands for wild boar present, “wb” for wild boar absent and “ER” for European rabbit.
| Parameter | Definition |
|---|---|
| ψWB | Species WB occupancy probability |
| ψER/WB | Species ER occupancy probability with species WB present |
| ψER/wb | Species ER occupancy probability with species WB absent |
| pWB | Species WB detection probability with species ER absent |
| pER | Species ER detection probability with species WB absent |
| rWB | Species WB detection probability with species ER present |
| rER/WB | Species ER detection probability with both species present and species WB detected |
| rER/wb | Species ER detection probability with both species present and species WB not detected |
Model ranking of single season two-species occupancy models testing the different scenarios for species interaction and according to the hypothesis presented.
| Hypothesis | Model | K | AIC | ΔAIC | AICw | SIF |
|---|---|---|---|---|---|---|
| Ψ(un), p(un) | ψWB(Pine) ψER(Cult) pWB(L) pER(S) | 8 | 479.82 | 0 | 0.183 | 1 |
| Ψ(cond), p(un) | ψWB(.) ψER/WB(Cult) ψER/wb(.) pWB(L) pER(S) | 8 | 480.81 | 0.99 | 0.112 | >1 |
| Ψ(un), p(un) | ψWB(Pine) ψER(.) pWB(L) pER(S) | 7 | 480.97 | 1.15 | 0.103 | 1 |
| Ψ(cond), p(un) | ψWB(Pine) ψER/WB(Cult) ψER/wb(.) pWB(L) pER(S) | 9 | 480.98 | 1.16 | 0.103 | >1 |
| Ψ(un), p(un) | ψWB(.) ψER(Cult) pWB(L) pER(S) | 7 | 481.16 | 1.34 | 0.094 | 1 |
| Ψ(un), p(cond) | ψWB(Pine) ψER(Cult) pWB(L) pER(S) rER/WB=rER/wb(.) | 9 | 481.67 | 1.85 | 0.073 | 1 |
| Ψ(cond), p(cond) | ψWB(Pine) ψER/WB(Cult) ψER/wb(.) pWB(L) pER(S) rER/WB=rER/wb(.) | 10 | 481.69 | 1.87 | 0.072 | <1 |
| Ψ(un), p(cond) | ΨWB(Pine) ΨER(.) ρWB(L) ρER(S) rER/WB=rER/wb(.) | 8 | 482.12 | 2.3 | 0.058 | 1 |
| Ψ(cond), p(un) | ΨWB(Pine) ΨER/WB(.) ΨER/wb(.) ρWB(L) ρER(S) | 8 | 482.16 | 2.34 | 0.057 | >1 |
| Ψ(un), p(un) | ΨWB(.) ΨER(.) ρWB(L) ρER(S) | 6 | 482.31 | 2.49 | 0.053 | 1 |
| Ψ(cond), p(un) | ΨWB(.) ΨER/WB(.) ΨER/wb(.) ρWB(L) ρER(S) | 7 | 482.42 | 2.6 | 0.05 | >1 |
| Ψ(cond), p(cond) | ΨWB(Pine) ΨER/WB(.) ΨER/wb(.) ρWB(L) ρER(S) rER/WB=rER/wb(.) | 9 | 482.66 | 2.84 | 0.044 | <1 |
The models with convergence errors were discarded maintaining the sub-set that accounted for a cumulative AICw of 0.9. Model parameters are described in Table 2 and covariate abbreviations in Table 1. “WB” stands for wild boar, “ER” for European rabbit, “un” for unconditional and “cond” for conditional.
Figure 2Model average of parameter estimates across the single-season two-species occupancy model set for European rabbit and wild boar, and respective standard error. Occupancy probability estimates (ψ) are represented by closed circles and detection probability estimates by open circles (p). Model parameters are described in Table 2.