| Literature DB >> 23874718 |
Rieks D van Klinken1, F Dane Panetta, Shaun R Coutts.
Abstract
Predicting which species are likely to cause serious impacts in the future is crucial for targeting management efforts, but the characteristics of such species remain largely unconfirmed. We use data and expert opinion on tropical and subtropical grasses naturalised in Australia since European settlement to identify naturalised and high-impact species and subsequently to test whether high-impact species are predictable. High-impact species for the three main affected sectors (environment, pastoral and agriculture) were determined by assessing evidence against pre-defined criteria. Twenty-one of the 155 naturalised species (14%) were classified as high-impact, including four that affected more than one sector. High-impact species were more likely to have faster spread rates (regions invaded per decade) and to be semi-aquatic. Spread rate was best explained by whether species had been actively spread (as pasture), and time since naturalisation, but may not be explanatory as it was tightly correlated with range size and incidence rate. Giving more weight to minimising the chance of overlooking high-impact species, a priority for biosecurity, meant a wider range of predictors was required to identify high-impact species, and the predictive power of the models was reduced. By-sector analysis of predictors of high impact species was limited by their relative rarity, but showed sector differences, including to the universal predictors (spread rate and habitat) and life history. Furthermore, species causing high impact to agriculture have changed in the past 10 years with changes in farming practice, highlighting the importance of context in determining impact. A rationale for invasion ecology is to improve the prediction and response to future threats. Although our study identifies some universal predictors, it suggests improved prediction will require a far greater emphasis on impact rather than invasiveness, and will need to account for the individual circumstances of affected sectors and the relative rarity of high-impact species.Entities:
Mesh:
Year: 2013 PMID: 23874718 PMCID: PMC3706395 DOI: 10.1371/journal.pone.0068678
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Predictors tested or excluded from model-fitting analyses.
| Predictor | Type | Units or levels | Explanation | ||
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| *No. reg | Continuous | No. regions | Number of regions in Australia in which species has been recorded | ||
| spr.rate | Continuous | regions/decade | Number of regions in which the species is recorded as naturalized divided by the number of decades since the species first became naturalized. | ||
| nat | Continuous | Year | Year the species was first recorded as naturalised in Australia | ||
| Act.spr (active spread) | Binary | [no, yes] | Was the species actively spread and promoted by people? | ||
| intro | Categorical | 5 pathways | The introduction pathway into Australia. | ||
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| semi.aqua | Categorical | [no, yes] | Is the species semi-aquatic? | ||
| ann.per | Categorical | [annual, perennial, both] | Is the species an annual or a perennial? | ||
| tuft | Categorical | [no, yes, variable] | Is the species tufted or not? | ||
| rhizo | Categorical | [no, yes, variable] | Does the species have Rhizomes? | ||
| stolon | Categorical | [no, yes, variable] | Does the species have stolons? | ||
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| Native origin | Categorical | 7 regions | Native to which of 7 global biogeographic regions | ||
| Incidence | Continuous | No. records | Number of herbarium records in Australia | ||
| Incidence rate | Continuous | Records/decade | Average number of herbarium records in Australia per decade since naturalised | ||
| Photosynthesis pathway | Categorical | [C3,C4] | Photosynthesis pathway | ||
See text for details of the analysis. Genus was always used as a random effect. Predictors only included in the spread rate analysis are indicated by asterisks.
Figure 1Relationship between distribution and incidence (a) and spread rate (b), and spread rate and incidence rate (c) (n = 155 species).
High impact species are shown as squares and actively spread species as closed symbols (b).
Best models predicting high-impact species with model performance measured by AICc.
| AICc | ΔAICc | AICc weight | Rank | Model | |
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| 47.977 | 0 | 0.14 | 1 | spr.rate+semi.aqua | |
| 48.704 | 0.727 | 0.097 | 2 | spr.rate+semi.aqua+act.spr | |
| 49.431 | 1.454 | 0.068 | 3 | spr.rate+semi.aqua+nat | |
| 49.71 | 1.733 | 0.059 | 4 | spr.rate+semi.aqua+act.spr+intro | |
| 50.142 | 2.165 | 0.047 | 5 | spr.rate+semi.aqua+nat+act.spr | |
| 50.637 | 2.66 | 0.037 | 6 | spr.rate+semi.aqua+intro | |
| 51.281 | 3.305 | 0.027 | 7 | spr.rate+semi.aqua+ann.per | |
| 51.309 | 3.333 | 0.026 | 8 | spr.rate+semi.aqua+nat+act.spr+intro | |
| 51.369 | 3.392 | 0.026 | 9 | spr.rate+semi.aqua+tuft | |
| 51.491 | 3.515 | 0.024 | 10 | spr.rate+semi.aqua+rhizo | |
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| 56.295 | 8.318 | 0.002 | 60 | semi.aqua+act.spr+intro | |
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| 69.63 | 21.66 | 0 | 367 | (1 | genus) | |
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| 55.262 | 7.286 | 0.04 | 43 | spr.rate | |
| 61.557 | 13.581 | 0 | 175 | semi.aqua | |
| 67.027 | 19.051 | 0 | 312 | intro | |
False positives and false negatives are equally weighted in this approach. Model performance was measured by AICc. For all models the random effect is (1|genus). ΔAICc is the difference in AICc between the top ranked model and the model displayed under ‘Model’. AICc weight is a measure of relative support for each model. Rank gives the rank of each model out of the 512 models tested.
Best models predicting high-impact species using a statistical learning approach.
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| rank | Model |
| rank | model | |||
| 0.383 | 1 | spr.rate+semi.aqua+rhizo | 0.480 | 1 | spr.rate+semi.aqua+tuft | |||
| 0.383 | 2 | spr.rate+semi.aqua+tuft+rhizo+stolon | 0.486 | 2 | spr.rate+semi.aqua | |||
| 0.39 | 3 | spr.rate+semi.aqua | 0.486 | 3 | spr.rate+semi.aqua+nat+tuft | |||
| 0.39 | 4 | spr.rate+semi.aqua+stolon | 0.512 | 4 | spr.rate+semi.aqua+nat+stolon | |||
| 0.39 | 5 | spr.rate+semi.aqua+tuft+rhizo | 0.512 | 5 | semi.aqua+act.spr+intro+rhizo | |||
| 0.39 | 6 | spr.rate+semi.aqua+tuft+stolon | 0.513 | 6 | spr.rate+nat+act.spr+intro+tuft+rhizo | |||
| 0.39 | 7 | spr.rate+semi.aqua+rhizo+stolon | 0.519 | 7 | spr.rate+semi.aqua+nat+tuft+rhizo | |||
| 0.395 | 8 | spr.rate+semi.aqua+tuft+rhizo+nat | 0.519 | 8 | spr.rate+semi.aqua+nat+tuft+stolon | |||
| 0.398 | 9 | spr.rate+semi.aqua+tuft | 0.525 | 9 | spr.rate+semi.aqua+nat+rhizo | |||
| 0.404 | 10 | spr.rate+semi.aqua+intro+tuft | 0.525 | 10 | spr.rate+semi.aqua+tuft+rhizo | |||
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| 0.456 | 81 | semi.aqua+ann.per | 0.513 | 5 | semi.aqua+act.spr+intro+rhizo | |||
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| 0.914 | 267 | tuft | 0.539 | 17 | act.spr+intro+rhizo | |||
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| 0.456 | 80 | spr.rate | 0.625 | 80 | spr.rate | |||
| 0.49 | 117 | semi.aqua | 0.787 | 360 | act.spr | |||
| 0.548 | 267 | tuft | 0.801 | 383 | intro | |||
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| 0.554 | 278 | (1|genus) | 0.898 | 466 | (1|genus) | |||
Model weighting assumption was tested by comparing true positives and false negatives equally (w = 0.5) (comparable to Table 2) and weighting true positives more heavily than false negatives) (w = 0.9). Weuc is expressed as a proportion of the maximum possible value given the value of w, thus in both cases a perfect classifier would have a Weuc of 0, and a classifier that is guessing randomly will have a Weuc of 1.
Best models predicting spread rate, model performance measured by AICc.
| AICc | ΔAICc | AICc weight | Model |
| 377.296 | 0 | 0.494 | No.reg+nat |
| 380.035 | 2.74 | 0.126 | No.reg+nat+semi.aqua |
| 380.219 | 2.923 | 0.115 | No.reg+nat+act.spr |
| 382.589 | 5.294 | 0.035 | No.reg+nat+stolon |
| 382.676 | 5.38 | 0.034 | No.reg+nat+rhizo |
| 382.849 | 5.553 | 0.031 | No.reg+nat+tuft |
| 383.08 | 5.784 | 0.027 | No.reg+nat+act.spr+semi.aqua |
| 383.254 | 5.958 | 0.025 | No.reg+nat+ann.per |
| 384.553 | 7.257 | 0.013 | No.reg+nat+act.spr+rhizo |
| 385.092 | 7.797 | 0.01 | No.reg+nat+act.spr+tuft |
Model performance was measured by AICc, with log(spr.rate) as the response. For all models the random effect is (1|genus). ΔAICc is the difference in AICc between the top ranked model and the model displayed under ‘Model’. AICc weight is a measure of relative support for each model.
Comparison of all species and high-impact species by sector.
| All species | High impact species | |||
| Environmental | Pastoral | Agricultural | ||
| Total species | 155 | 13 | 7 | 5 |
| Taxonomy | ||||
| Most common genera |
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| Traits | ||||
| Life history: Peren. & peren./ann. | 110 (71.0%) | #12 (92.3%) |
| 2 (40.0%) |
| Habitat: semi-aquatic | 10 (6.5%) |
#
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| 3 (60.0%) |
| Introduction pathway | ||||
| Contaminant | 14 (9.0) | 1 (7.7%) | 5 (71%) | 0 (0%) |
| Invasiveness | ||||
| Spread rate (regions/decade) | 1.92±0.11 |
#
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| 3.46±0.31 |
| Actively spread | 60 (38.7%) |
#
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| 2 (40%) |
Only predictors (Table 1) that differed between sectors (see text) are included. Statistical analysis was only possible for environmental and pastoral weeds, and only for a subset of parameters (#). The most influential predictors are indicated in bold. Proportions are given in brackets.
mean ± SE.
Figure 2Spread rate of each species (n = 155) including high impact species in each sector.
High impact species in each sector are highlighted in separate panels (black dots). Data points are randomly jittered across the y-axis to make visualisation clearer. The very large outlier is explained in the bottom panel.