Data from: Environmental variables influence patterns of mammal co-occurrence following introduced predator control
Data files
Sep 26, 2023 version files 171.55 KB
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kanishka_cooc_data.csv
167.09 KB
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README.md
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Abstract
Co-occurring species often overlap in resource use and can interact in complex ways. However, shifts in environmental conditions or resource availability can lead to changes in patterns of species co-occurrence, which may be exacerbated by global escalation of human disturbances to ecosystems, including conservation directed alterations. We investigated the relative abundance and co-occurrence of two naturally sympatric mammal species following two forms of environmental disturbance: wildfire and introduced predator control. Using 14 years of abundance data from repeat surveys at long-term monitoring sites in south-eastern Australia, we examined the association between a marsupial, the common brushtail possum Trichosurus vulpecula, and a co-occurring native rodent, the bush rat Rattus fuscipes. We asked: Is the increase in abundance of common brushtail possums following control of an introduced predator associated with a decline in abundance of the bush rats?
Using Bayesian regression models, we tested hypotheses that the abundance of each species would vary with changes in environmental and disturbance variables, and that the negative association between bush rats and common brushtail possums was stronger than the association between bush rats and disturbance. Our analyses revealed that bush rat abundance varied greatly in relation to environmental and disturbance variables, whereas common brushtail possums showed relatively limited variation in response to the same variables. There was a negative association between common brushtail possums and bush rats, but this association was weaker than the initial decline and subsequent recovery of bush rats in response to wildfires.
Using co-occurrence analysis, we can readily infer negative relationships in abundance between co-occurring species, but to understand the impacts of such associations, and plan appropriate conservation measures, we require more information on interactions between the species and environmental variables. Co-occurrence can be a powerful and novel method to diagnose threats to communities and understand changes in ecosystem dynamics.
The trapping information per site per year, including the number of common brushtail possums and bush rats captured at that site for that year, and the site information for that year.
Description of the data and file structure
The information is organised by site, with each line representing the year that information was collected.
The column named 'T.vulpecula' represents the number of common brushtail possums captured, and the column named 'R.fuscipes' represents the number of bush rats captured.
These are occumpanied by the columns 'T.vulpeculaPA' and 'R.fuscipesPA' which are the presence/absence columns.
The columns 'Elliotts.Open' and 'Cages.Open' were the total number of each trap type used for each site that year. 'Elliott' is the logged number of Elliott traps used (Cage was an unused variable).
The 'Start.Date', 'Month' and 'Survey.Season' columns include information about when the trapping took place each year.
The 'veg' column shows the broad veg class of the site.
The 'Rainfall', 'USpred' and 'LLpred' are the covariates used in the co-occurrence model, with 'USpred' representing the predicted understorey cover, and 'LLpred' representing the predicted leaf litter cover.
The 'year.of.last.fire' and 'no..since.fire' were used to create the 'years.since.fire' variable that was used as an explanatory variable in the model. The 'na' within the 'year.of.last.fire' and 'no..since.fire' columns represent fires that were so old, they do not have a accurate date, these have been translated to greater than 30 years in the 'years.since.fire' variable.
The 'Year0' column is the number of years since trapping commenced (in 2002).
Sharing/Access information
Links to other publicly accessible locations of the data:
Was data derived from another source?
No
Code/Software
All code was from R.
The package used to create and run the models was the brms package version 2.16.3
#Bush rat models
There were 11 variations of R.fuscipes models created.
All model variations included R.fuscipes as the response variable.
All model variations had a hurdle step, characterised by 'hu = '.
The family was hurdle_poisson(), and the number of cores was 4.
A null model was created using 1 + (1|site.number) in both the population level and hurdle sections of the model.
Model variations were defined by the use of the T.vulpecula and years.since.fire variables.
The Rainfall, USpred, and LLpred variables were inputted into models as quadratic variables using the 'poly(x,2)' function.
The Elliott variable was inputted as a control for effort, and the site.number was inputted as a repeated function; '(1|site.number)'.
Model 4 (where common brushtail possums were only inputted into the conditional abundance step) was the most parsimonious model, and therefore used in this study.
#Common brushtail possum models
There werer 11 variations of T.vulpecula models created.
All model variations included T.vulpecula as the response variable.
All model variations had a hurdle step, characterised by 'hu = '.
The family was hurdle_poisson(), and the number of cores was 4.
A null model was created using 1 + (1|site.number) in both the population level and hurdle sections of the model.
Model variations were defined by the use of the R.fuscipes and years.since.fire variables.
The Rainfall, USpred, and LLpred variables were inputted into models as quadratic variables using the 'poly(x,2)' function.
The Elliott variable was inputted as a control for effort, and the site.number was inputted as a repeated function; '(1|site.number)'.
Model 10 (which modelled bush rats and common brushtail possums in both the conditional abundance and hurdle step, but did not model years since fire) was selected the most parsimonious model, and therefore used in this study.
#model selection
We ran a model selection over the 11 variations of each species models using a LOOIC calculation.
This was run using the 'sapply(list())' function from the base package, and looping in the 'loo()' function.
#Visualising the results
We firstly visualised the results using forest plots, created using the 'plot_model()' function from the sjPlot package.
We then model the conditional effects of the chosen plots for relevant variables using the 'plot(conditional_effects())' from the brms package.
All visualisation was done using the ggplot package.
Study location
We used data from long-term annual monitoring that commenced in 2003 in Booderee National Park (BNP), Jervis Bay Territory, south-eastern Australia. BNP is on Indigenous land and is jointly managed by the Wreck Bay Aboriginal Community and Parks Australia. The 6600 ha park has a temperate climate, with an average annual rainfall of 1213 mm, spread evenly across the year (Bureau of Meteorology, 2021). Average temperatures range from 18.6-25.1°C in summer (January) to 9.9-16.1°C in winter (July) (Bureau of Meteorology, 2021). BNP supports a range of vegetation types such as heathlands, wetlands, forests, and woodlands. Two major fires have occurred in BNP over the past 20 years (in 2003 and 2017), with each burning approximately half of the park. A fox baiting program has been in place in BNP since 1999 and was intensified in 2003 to reduce the deleterious impact of this introduced predator on native prey species (Dexter et al., 2013).
Data collection
We surveyed small and medium-sized mammals annually each summer for 14 years at 109 permanent sites starting in 2003, with another 20 sites added in 2008. The sites were surveyed along 100 m transects with 2 large (30 x 30 x 60 cm) cage traps at the beginning and end of transects, small (20 x 20 x 50 cm) cage traps every 20 m between the large cage traps, and 10 Elliott traps (10 x 10 x 30 cm; Elliott Scientific Equipment, Upwey, Victoria) every 10 m (Figs 2) (Lindenmayer et al., 2008, 2016). Approximately 50% of the sites were surveyed each year (with the other 50% being surveyed the next year), depending on weather conditions (Lindenmayer et al., 2016). We recorded the number of individuals of both species caught at each site in a given year.
We collected data on environmental and disturbance variables at each of our 129 sites. These data included visual estimates of the percentage of understorey and leaf litter cover in four 1 x 1 m subplots within 20 x 20 m survey plots during semi-annual vegetation surveys (Lindenmayer et al., 2008). We selected understorey and leaf litter as representative variables of the primary bush rat habitat, which are also components of common brushtail possum habitat (Callander, 2018; Cruz et al., 2012). We constructed a predictive model to fill the data gaps for those years when sites were not surveyed (MacGregor et al., 2020). We used monthly rainfall averages collected at the nearby Point Perpendicular weather station for the trapping period at each site (Bureau of Meteorology, 2021). We transformed both the vegetation variables and rainfall were transformed into quadratic functions using the poly() function in R (R Core Team, 2021).
We used data on fire occurrence recorded on-ground since 2003, and fire history data collected by Booderee National Park over the past 50 years (Foster et al., 2017), specifically the number of years since the last fire at a site. To minimise possible inaccuracies stemming from incorrect fire dates, or the occurrence of unreported fires, we grouped the number of years since fire into 10-year blocks (i.e., 0-10, 11-20, 21-30, 30+ years).
Statistical analysis
We used Bayesian regression models with a hurdle step to test the response of species abundances to the selected variables using the brms package ver. 2.16.3 (Bürkner, 2017; 2108; Feng, 2021) implemented in R (R Core Team, 2021). These regression models employed Markov Chain Monte Carlo simulations, with four chains and a warm-up of 1000 iterations before sampling another 1000 iterations. We assessed model convergence by ensuring all Rhat values were <1.1 (Bürkner, 2017; 2108). The hurdle step consisted of two components: the first modelled the presence/absence of the response variable, and the second, conditional on the species being present, modelled the conditional abundance using a zero-truncated Poisson (Feng, 2021). We combined these two components in an analysis of unconditional abundance (Feng, 2021).
We created a regression model with bush rats as the response variable, and a regression model with common brushtail possums as the response variable. Both regression models included time, understorey cover, leaf litter cover and rainfall as covariates within the conditional abundance component. These variables were included to assess the variation in bush rat and common brushtail possum abundances with environmental variables (H1). Years since fire was included in the conditional abundance and hurdle step of both regression models as an explanatory variable, as it is a prominent disturbance within BNP, and past research has indicated that fire has a significant effect on small vertebrate populations (Arthur et al., 2012). The other species was also input into the conditional abundance and hurdle step of both regression models (i.e., common brushtail possums into the bush rat model, bush rats into the common brushtail possum model) as an explanatory variable to assess the co-occurrence effect between species (H2). We also included site as a random effect, and used the log of the number of Elliott traps as a control for the bush rat models, and the number of open cage traps as a control for the common brushtail possum models. The control variables account for varying trapping effort, and were selected based on the main trap-type that captures the relevant species (i.e., Elliott traps for bush rats, cage traps for common brushtail possums).
We performed a model selection procedure for both of the regression models, based on the selection for explanatory variables only. We chose not to perform model selection on the covariates (i.e., the environmental variables) as we were testing variation in species abundance in relation to the environment, and not predicting significant changes in abundance that we were with the co-occurrence and disturbance variables. Using model selection, we assessed the relevancy of our exploratory variables to changes in species abundance (H3). The chosen model was the most parsimonious, which was based on the simplest model which was within 2 leave-one-out cross validation (LOOIC) scores of the best fitting model.
We created ten variations of the regression models for each species, and assessed the fit of each variation using LOOIC (Tables 1 and 2) (Vehtari et al., 2017). LOOIC estimates the out-of-sample predictive fit by measuring the predictive accuracy for each data point using a variation of the expected log pointwise predictive density equation (Vehtari et al., 2017). LOOIC was selected as the appropriate method over other model selection methods as it is informative and was created for Bayesian models (Burnham & Anderson, 2002; Vehtari et al., 2017).
- Kanishka, Aurelie M. et al. (2023), Environmental variables influence patterns of mammal co-occurrence following introduced predator control, PLOS ONE, Journal-article, https://doi.org/10.1371/journal.pone.0292919
- Kanishka, Aurelie et al. (2023), Data from: Environmental variables influence patterns of mammal co-occurrence following introduced predator control, , Article, https://doi.org/10.5281/zenodo.8378280
