| Literature DB >> 27187616 |
Günther Klonner1, Stefan Fischer1, Franz Essl1, Stefan Dullinger1.
Abstract
The search for traits that make alien species invasive has mostly concentrated on comparing successful invaders and different comparison groups with respect to average trait values. By contrast, little attention has been paid to trait variability among invaders. Here, we combine an analysis of trait differences between invasive and non-invasive species with a comparison of multidimensional trait variability within these two species groups. We collected data on biological and distributional traits for 1402 species of the native, non-woody vascular plant flora of Austria. We then compared the subsets of species recorded and not recorded as invasive aliens anywhere in the world, respectively, first, with respect to the sampled traits using univariate and multiple regression models; and, second, with respect to their multidimensional trait diversity by calculating functional richness and dispersion metrics. Attributes related to competitiveness (strategy type, nitrogen indicator value), habitat use (agricultural and ruderal habitats, occurrence under the montane belt), and propagule pressure (frequency) were most closely associated with invasiveness. However, even the best multiple model, including interactions, only explained a moderate fraction of the differences in invasive success. In addition, multidimensional variability in trait space was even larger among invasive than among non-invasive species. This pronounced variability suggests that invasive success has a considerable idiosyncratic component and is probably highly context specific. We conclude that basing risk assessment protocols on species trait profiles will probably face hardly reducible uncertainties.Entities:
Year: 2016 PMID: 27187616 PMCID: PMC4871327 DOI: 10.1371/journal.pone.0155547
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Traits and trait groups used to explain invasiveness.
| trait group | trait | effect | R² | AIC |
|---|---|---|---|---|
| intercept-only model | - | 0 | 1426.3 | |
| life history | 10.4 | 1369.7 | ||
| life form | geophyte | 1.1 | 1425.8 | |
| life span | annual | 8.6 | 1383.5 | |
| reproduction group | 1417.8 | |||
| reproduction | seed veg | 1417.9 | ||
| mating system | - | 1426.5 | ||
| pollen vector | - | 1425.1 | ||
| competitiveness | 20.9 | 1298.9 | ||
| strategy type | c in general, r, sr | 8.7 | 1375.0 | |
| N-value | with increasing rank | 14.2 | 1333.1 | |
| maximum plant height | with increasing height | 4.8 | 1398.4 | |
| habitat use | 34.6 | 1199.8 | ||
| occurrence in agricultural or ruderal habitats | yes | 13.0 | 1298.1 | |
| occurrence around aquatic habitats | yes | 1.9 | 1411.3 | |
| occurrence under the montane belt | yes | 29.2 | 1285.1 | |
| number of altitudinal belts | with increasing number | 2.7 | 1404.2 | |
| propagule pressure | 12.7 | 1316.8 | ||
| frequency | very frequent | 12.4 | 1327.3 | |
| ornamental use | yes | 2.7 | 1406.1 | |
The table presents the traits tested, their combination to groups as well as the marginal R² [42, 43] and Akaike information criterion (AIC) values of models using these traits and trait groups to explain invasiveness of Austrian non-woody vascular plants in other parts of the world. “Effect” indicates which trait levels promote invasiveness most strongly.
* R2 cannot be calculated due to convergence problems.
Best GLMM to explain invasiveness of Austrian non-woody vascular plants in other parts of the world.
| estimate | std. error | z-value | p-value | ||
|---|---|---|---|---|---|
| AIC = 1128.8; R2 = 45.92 | |||||
| life history | 0.28 | 0.08 | 3.63 | 2.85 × 10−4 | *** |
| competitiveness | 0.46 | 0.09 | -4.93 | 8.21 × 10−7 | *** |
| habitat use | 1.31 | 0.13 | -9.88 | 2.00 × 10−16 | *** |
| propagule pressure | 0.51 | 0.08 | 6.49 | 8.52 × 10−11 | *** |
| competitiveness:habitat use | 0.24 | 0.10 | -2.51 | 1.21 × 10−2 | * |
Traits represent first axes of correspondence analyses of the respective trait groups (Table 1) which were standardized before running the GLMMs. Best models were selected based on the Akaike information criterion (AIC) from all possible candidate models (S2 Table). The model’s corresponding marginal R2 value [42, 43] and Akaike Information Criterion are also shown. *,*** give information on the p-values significance.
Fig 1Comparison of functional diversity indices among Austrian plants that are either invasive or not invasive elsewhere in the world.
Black triangles symbolize the diversity index values calculated for the group of the 305 invasive plants. The boxplots represent the range of index values calculated for 1000 equally large re-samples from the whole pool of 1402 native species with the bold lines indicating the 0.95 confidence interval of these re-sample based values. Panel (a) represents results for Functional Richness (defined by the volume of the functional space) and panel (b) results for Functional Dispersion (defined by the mean distance in multidimensional trait space of individual species to the centroid of all species), respectively. Label ‘all traits’ give results calculated with the total set of collected traits, label ‘invasive traits’ calculations based on traits that proved useful to distinguish invasive and non-invasive species in the preceding analyses.