| Literature DB >> 26035519 |
Ashraf Tayeh1, Ruth A Hufbauer2, Arnaud Estoup1, Virginie Ravigné3, Léa Frachon4, Benoit Facon5.
Abstract
Biological invaders have long been hypothesized to exhibit the fast end of the life-history spectrum, with early reproduction and a short lifespan. Here, we examine the rapid evolution of life history within the harlequin ladybird Harmonia axyridis. The species, once used as a biological control agent, is now a worldwide invader. We show that biocontrol populations have evolved a classic fast life history during their maintenance in laboratories. Invasive populations also reproduce earlier than native populations, but later than biocontrol ones. Invaders allocate more resources to reproduction than native and biocontrol individuals, and their reproduction is spread over a longer lifespan. This life history is best described as a bet-hedging strategy. We assert that invasiveness cannot be explained only by invoking faster life histories. Instead, the evolution of life history within invasive populations can progress rapidly and converge to a fine-tuned evolutionary match between the invaded environment and the invader.Entities:
Mesh:
Year: 2015 PMID: 26035519 PMCID: PMC4458860 DOI: 10.1038/ncomms8268
Source DB: PubMed Journal: Nat Commun ISSN: 2041-1723 Impact factor: 14.919
Figure 1Reproductive schedules for the four different origins of populations.
Mean time in weeks for age of first reproduction, reproductive lifespan, post-reproductive lifespan and adult lifespan for the four different origins of populations (native, American invasive, European invasive and biocontrol). Lower case letters represent significant differences within a life-history category, while capital letters indicate significant differences across the full adult lifespan.
Figure 2Lifetime dynamics of egg production in the four different origins of H. axyridis.
(a) Temporal allocation of egg production. Coloured points and curves represent individuals' cumulative proportion of eggs produced over time. For each individual, data were fitted with the cumulative density function of a normal distribution with mean μ and standard deviation σ. Black curves were obtained using the average values of μ and σ in each type of population. (b) Mean lifetime egg production per type of population (with 95% confidence intervals). Data are from 242 individuals (nBeijing=27, nFuchang=28; nChili=27, nUSA=40; nBudapest=25, nBrussels=26; nBiotop=42, nBiobest=27). (c) Schematic representation of lifetime dynamics of egg production within each type of population. The curves were obtained as the product of average allocation schedules (black curves in a) and average lifetime fecundities (b).