Research Article |
Corresponding author: Rylee Isitt ( risitt@protonmail.com ) Academic editor: Victoria Lantschner
© 2024 Rylee Isitt, Andrew M. Liebhold, Rebecca M. Turner, Andrea Battisti, Cleo Bertelsmeier, Rachael Blake, Eckehard G. Brockerhoff, Stephen B. Heard, Paal Krokene, Bjørn Økland, Helen F. Nahrung, Davide Rassati, Alain Roques, Takehiko Yamanaka, Deepa S. Pureswaran.
This is an open access article distributed under the terms of the CC0 Public Domain Dedication.
Citation:
Isitt R, Liebhold AM, Turner RM, Battisti A, Bertelsmeier C, Blake R, Brockerhoff EG, Heard SB, Krokene P, Økland B, Nahrung HF, Rassati D, Roques A, Yamanaka T, Pureswaran DS (2024) Asymmetrical insect invasions between three world regions. NeoBiota 90: 35-51. https://doi.org/10.3897/neobiota.90.110942
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The geographical exchange of non-native species can be highly asymmetrical, with some world regions donating or receiving more species than others. Several hypotheses have been proposed to explain such asymmetries, including differences in propagule pressure, source species (invader) pools, environmental features in recipient regions, or biological traits of invaders. We quantified spatiotemporal patterns in the exchange of non-native insects between Europe, North America, and Australasia, and then tested possible explanations for these patterns based on regional trade (import values) and model estimates of invader pool sizes. Europe was the dominant donor of non-native insect species between the three regions, with most of this asymmetry arising prior to 1950. This could not be explained by differences in import values (1827–2014), nor were there substantial differences in the sizes of modelled invader pools. Based on additional evidence from literature, we propose that patterns of historical plant introductions may explain these asymmetries, but this possibility requires further study.
International trade, non-native insects, plants, propagule pressure, species pools
Non-native insects have been implicated in displacing native species, altering the composition of ecological communities, damaging economically important trees and food crops, vectoring diseases, and more (
The latter two hypotheses are often tested on a single insect order or guild and at smaller spatial scales (e.g.,
Our research goals were firstly to test for the existence of asymmetries in the cumulative numbers of insect invaders, across all taxa, exchanged between three world regions of interest: North America, Europe, and Australasia (limited to Australia and New Zealand). These regions were chosen due to their histories of anthropogenic interactions and exchange of species, existing literature suggesting asymmetrical exchange of insects between them (see above), and the availability of data. Secondly, if clear asymmetries were found, we aimed to determine if they could be explained by differences in propagule pressure (using the value of international trade as a proxy) or by differences in estimates of invader pool sizes. We did not statistically test hypotheses (3) and (4), above, but considered them as possible explanations for asymmetries that could not be explained by hypotheses (1) and (2).
Insect establishment data were based on the International Non-native Insect Establishment database (
Our choices of world regions and their spatial extents were constrained by the available data. We used a subset of the establishment database that allowed us to compare the reciprocal flows of insects between donor and recipient regions. The only regions that could be compared in this way were North America (NA), Europe (EU), and Australia and New Zealand combined into an Australasian region (AU). Due to spatial gaps in these data, there were minor mismatches in the spatial extents of these regions depending on context. For example, as a donor region, Australasia included Papua New Guinea, but as a recipient region, it only included Australia and New Zealand because we did not have non-native insect discovery records for Papua New Guinea. In this case, correcting for this mismatch would require estimating the number of insects from North America and Europe that have established into Papua New Guinea, and excluding species that also established into Australia or New Zealand. Since the spatial mismatches were relatively minor, and such corrections would themselves be prone to error, we opted not to attempt corrections.
For all analyses, we excluded discovery records where: (1) species had native ranges spanning multiple biogeographic regions (e.g., Holarctic or cosmopolitan species); (2) the native ranges and establishment regions were the same (indicating species that spread within these regions); (3) the establishment was limited to “indoors” (e.g., greenhouses); or (4) the establishment was a result of intentional introduction. This left us with a dataset of 2,324 non-native insect discovery records across the six pairwise flows between North America, Europe, and Australasia, with the dated records spanning 1617–2021.
Regional import value data were obtained from the TradeHist database (
To test for invasional asymmetries, we tallied the number of first discoveries of non-native insects for each of the six pairwise flows between North America, Europe, and Australasia. We further split these cumulative counts by insect order and (separately) by herbivory (herbivores vs non-herbivores). We used G-tests (log-likelihood ratio goodness-of-fit tests) to compare these counts between each donor/recipient pair, separately for each order and herbivory category (e.g., one test for the counts of Coleoptera exchanged in both directions between Europe and North America, another for Hemiptera, etc.), with the null hypothesis being equal numbers of insects exchanged in each direction. We adjusted the P-values for multiple comparisons across orders and herbivory categories using the Holm-Bonferroni procedure. To visualize temporal variation in the establishment rates of insects over each flow, we plotted cumulative discoveries versus cumulative import values following
To determine if asymmetries in non-native insect establishments between regions could be explained by unequal trade or invader pools, we adapted Poisson process models from
Our models estimated the lag between establishments and discoveries, predicting the annual establishments necessary to fit to observed discoveries given the lag estimates. This was done to address concerns over records of first discovery being poor proxies for the actual timing of establishments given the extended lag frequently occurring between establishment and discovery (
To account for the possibility of “saturation” (depletion of invader pools) that might gradually reduce establishment rates, we used AIC-based model selection to choose between models which included or omitted a rate-limiting component based on the observed number of cumulative discoveries compared to a predicted maximum. All models contained an ‘annual establishment rate’ parameter (r) representing the number of non-native insects per billion pounds sterling of imports prior to any depletion of invader pools. If differences in import values fully explained asymmetries in non-native insect establishments, we would expect no significant differences between reciprocal flows in the value of r.
We omitted an intercept term in our models, forcing them to account for all establishments as a function of imports. We modelled the gradual depletion of invader pools as a non-linear rate-limiting factor based on the idea that early invaders are more likely the best or most numerous invaders, leading to a rapid initial decrease in the probability of establishment per unit of propagule pressure (
λt = rvt st
(1)
pj ,t = π (1 − π)t−j,
where:
λt is the predicted number of new non-native establishments in year t,
r is the number of species established per billion pounds sterling (prior to saturation),
vt is the value of imports (2020 billion pounds sterling) in year t,
st is a rate-limiting factor of interval [0,1] which approaches 0 as the cumulative number of species discoveries approaches a predicted maximum,
dc ,t is the (observed) cumulative species discovered by year t,
dsat is the number of discoveries after which new establishments cease (saturate),
Nt is the actual number of non-native discoveries in year t,
δt is the predicted number of non-native discoveries in year t,
pj ,t is the probability that a species which established in year j will be discovered in year t,
and π is the annual probability of discovery.
The cumulative sum of discoveries (dc,t) was calculated by summing the number of annual discoveries from the first year of records (1827) to year t, inclusive. We used the sum of discoveries instead of establishments for modelling the saturation of species pools because discovery sums could be easily calculated from the original data. The main drawback to this technique was that it slightly complicated the interpretation of the saturation parameter (dsat): rather than being a direct prediction of the invader pool size, it was the predicted number of cumulative discoveries at the time of full depletion of the invader pool.
We fit the models to observed annual discoveries (Nt) for each combination of donor and recipient region, minimizing the maximum likelihood as described by
(2)
where τ = 20 as “preservation years” to prevent fitting the model to species that established prior to 1827 (the first year of discovery records in our database) but were discovered after 1827. Without these “preservation years”, δt (the predicted number of discoveries in year t) may be underestimated near the start of the dataset because there will be a lack of prior years of predicted establishments from which to model the lagged discoveries (
For parameter estimation, we set lower and (in a few cases) upper bounds on each parameter using the Limited-memory Broyden–Fletcher–Goldfarb–Shanno algorithm (L-BFGS-B) method (
To determine if asymmetries may be explained by differences in the size of invader pools, we compared 95% confidence intervals of the predicted numbers of non-native insect discoveries after full depletion of the invader pool (dsat) between region pairs resulting from our Poisson process models. This was only done when full models (including terms for finite invader pools) were selected for both directions between region pairs. Additionally, we compiled counts of described native insects in each of the three regions for qualitative comparisons to the magnitude of insect invasions across the six flows.
We used the R function optim for parameter estimation in the Poisson process models (
Europe has donated approximately six times more non-native insect species to North America and Australasia than it has received from these regions (Fig.
Flows of non-native insects between North America (NA), Europe (EU), and Australasia (AU). Numbers indicate the total count of species established from donor to recipient, with flow widths being proportional to these counts. Overlapping flows on the donor side indicate the fraction of species that established in both recipient regions.
Asymmetries in the reciprocal flows of non-native insects between Europe and North America and between Europe and Australasia were highly significant in total species, across the five largest insect orders, and among both herbivores and non-herbivores (all p < 0.001; Table
Counts of non-native insect species discovered for each of the six pairwise flows between North America (NA), Europe (EU), and Australasia (AU), by taxonomic order, herbivory, and sum totals. Col. = Coleoptera, Hem. = Hemiptera, Hym. = Hymenoptera, Lep. = Lepidoptera, Dip. = Diptera. The G statistic was computed to test the null hypothesis of no difference in the number of species exchanged in each direction between a given pair of world regions, separately for each column. We used the Holm-Bonferroni method to control for multiple comparisons across orders and herbivory.
Flow | Order | Herbivory | Total | ||||||
---|---|---|---|---|---|---|---|---|---|
Col. | Hem. | Hym. | Lep. | Dip. | Other | Yes | No | ||
EU to NA | 477 | 368 | 211 | 144 | 138 | 76 | 854 | 560 | 1414 |
NA to EU | 40 | 72 | 54 | 20 | 29 | 15 | 160 | 70 | 230 |
G (df=1) | 435 | 218 | 99.4 | 106 | 77.3 | 44.7 | 522 | 434 | 948 |
p (≥ G) | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 |
EU to AU | 137 | 96 | 67 | 31 | 55 | 57 | 226 | 217 | 443 |
AU to EU | 34 | 10 | 14 | 7 | 4 | 8 | 41 | 36 | 77 |
G (df=1) | 66.5 | 80.7 | 37.7 | 16.4 | 52.5 | 41.6 | 141 | 144 | 285 |
p (≥ G) | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 | < 0.001 |
NA to AU | 20 | 26 | 13 | 8 | 10 | 11 | 57 | 31 | 88 |
AU to NA | 18 | 22 | 15 | 4 | 6 | 7 | 48 | 24 | 72 |
G (df=1) | 0.11 | 0.33 | 0.14 | 1.36 | 1.01 | 0.90 | 0.77 | 0.89 | 1.60 |
p (≥ G) | ~ 1 | ~ 1 | ~ 1 | ~ 1 | ~ 1 | ~ 1 | 0.69 | 0.69 | 0.21 |
Plots of cumulative insect establishments versus cumulative import values over time show that the European asymmetry developed quickly and early (Fig.
Cumulative discoveries (observed and modelled) and establishments (modelled) of non-native insects exchanged between Europe (EU), North America (NA), and Australasia (AU) versus cumulative import value (inflation-corrected to 2020 British pounds sterling, billions), 1827–2014. Alternating background shading indicates decadal increments, with shading omitted prior to the 1940s for clarity.
Parameters and 95% confidence intervals of Poisson-process models of establishments and lagged discoveries of non-native insect species exchanged between Europe (EU), North America (NA), and Australasia (AU). All models included a parameter for imports (r, the number of annual establishments per billion pounds sterling) and lag (π, the annual probability of discovery of established species). Models including an additional term for saturation (a decrease in establishment probability as the cumulative number of discoveries approaches dsat) were selected in most cases, with model selection based on Akaike information criterion (AIC) values.
Flow | Best model (ΔAIC of next-best model) | Annual establishment rate, r (95% CI) | Discoveries at maximum establishments, dsat (95% CI) | Annual discovery probability, π (95% CI) | Lag years (95% CI) |
---|---|---|---|---|---|
EU to NA | Imports + saturation + lag (2118) | 1.58 (1.40–1.77) | 1121 (1089–1153) | 0.0277 (0.0345–0.0208) | 36.1 (29.0–48.0) |
NA to EU | Imports + saturation + lag (6.08) | 0.0194 (0.0144–0.0245) | 701 (290–1114) | 0.499 (1–0) | 2.0 (1.00–∞) |
EU to AU | Imports + saturation + lag (251) | 1.212 (0.825–1.60) | 366 (312–419) | 0.0245 (0.0386–0.0103) | 40.9 (25.9–96.7) |
AU to EU | Imports + lag (2.0*) | 0.0647 (0.0173–0.112) | n/a | 0.0259 (0.0690–0) | 38.5 (14.5–∞) |
NA to AU | Imports + saturation + lag (99.6) | 0.771 (0.448–1.09) | 76 (68–83) | 0.0721 (0.141–0.00354) | 13.9 (7.11–283) |
AU to NA | Imports + saturation + lag (8.37) | 0.621 (0–2.23) | 53 (1.60–104) | 0.0153 (0.0598–0) | 65.5 (16.7–∞) |
Discoveries and modelled establishments of non-native insects between North America and Australasia were within the same order of magnitude in both directions (Fig.
The modelled numbers of non-native insect establishments per billion pounds sterling (annual establishment rate, r) were significantly different for the reciprocal flows between Europe and North America and between Europe to Australasia (Table
Considerably more insect species have invaded North America and Australasia from Europe than in the opposite directions. This concurs with the previously observed overrepresentation of tree-feeding insects from Europe in North America (Niemelä and Mattson 1996), and with non-native insects from the western Palearctic (i.e., Europe) being overrepresented in New Zealand (
International trade is considered the single most important pathway for unintentional introductions of insects (
Temporal variation in establishment rates may hold some clues as to the possible causes of the invasional asymmetries. While global establishments of non-native species have not slowed (
Unequal flows of non-native insects may arise from differences in the numbers of potential invaders present in the donor regions (
Scientific effort almost certainly varies regionally, and this may impact the interpretation of our results. Over the last few hundred years, Europe has had a consistently greater population density than either North America or Australasia (
Despite the lack of statistical significance, the larger estimate for the pool of European insect invaders in North America versus the opposite could be considered a point in favor of the European crucible hypothesis proposed by Niemelä and Mattson (1996). This hypothesis suggests that a history of extensive glaciations may have reduced the niche diversity and ‘invasibility’ of Europe by leading to extinctions of plant genera, while simultaneously selecting for competition-hardened species that thrive in disturbed habitats, making European species better invaders. However, Europe has been heavily colonized by insects from regions other than North America, particularly the Asian Palearctic (
Although we have modelled declining establishment rates as the gradual depletion of source invader pools, it is also likely that biosecurity measures have contributed. International biosecurity regulations, specifically phytosanitary measures, began in earnest in the 20th century (
Though historical invasion discoveries began much earlier, available import data only began in 1827. Given that the greatest establishment rates were seen at the very start of the dataset, it is possible – perhaps even likely – that the main causal agents explaining the dominance of Europe as a source of non-native insects in North America and Australasia were transient phenomena that began prior to 1827. This is complicated further by invasion biology being a relatively new discipline: early records of novel species may be both lacking and underrepresented in scientific literature. After a non-native species establishes, there is typically a time lag until it is discovered (
Well before our dataset begins, North America and Australasia were experiencing a period of dramatic change as European colonies were founded. This colonization promoted both deliberate and accidental introductions of European plants (
We cannot rule out other factors not addressed here, such as differences in establishment probability driven by climate suitability or biotic resistance, the effect of establishments originating from non-native populations (‘bridgeheads’), or differences in propagule pressure driven by the specific types of trade goods exchanged between regions. This latter factor is likely the most important to consider for future research, as overall import values may not capture changes over time in the relative contribution of specific commodities (such as plants and plant products) to overall trade. From the discussion above, we know to expect close associations between insects and plant products. Plant products may also have low values per unit of volume, thus being poorly represented in overall import values. Analyses which considered different commodities separately were conducted by
This project was funded by the National Socio-Environmental Synthesis Center (National Science Foundation DBI-1639145), Natural Sciences and Engineering Research Council of Canada (NSERC) Discovery Grants (SBH, DSP), USDA Forest Service International Programs 21-IG-11132762-241 (RT), Grant EVA4.0, No. CZ.02.1.01/0.0/0.0/16_019/0000803 financed by Czech Operational Programme Science, Research, and Education (AML), European Union project HOMED (HOlistic Management of Emerging Forest Pests and Diseases- grant No. 771271) (AR, EGB), Fondation Sandoz-Monique de Meuron (CB), Swiss National Science Foundation (SNSF) (CB), and the University of Padua under the 2019 STARS Grants program (project: MOPI–Microorganisms as hidden players in insect invasions) (DR).
Data for Asymmetrical insect invasions between three world regions
Data type: docx
Explanation note: Annual (1827–2014) and undated discoveries of non-native insects and annual inflation-corrected import values (in 2020 British pounds sterling, billions) exchanged between Europe (EU), North America (NA, north of Mexico) and Australasia (AU, Australia and New Zealand only).