| Literature DB >> 26180539 |
Muhammad Z Ahmed1, Eli V Araujo-Jnr2, John J Welch3, Akito Y Kawahara2.
Abstract
INTRODUCTION: Butterflies and moths (Lepidoptera) constitute one of the most diverse insect orders, and play an important role in ecosystem function. However, little is known in terms of their bacterial communities. Wolbachia, perhaps the most common and widespread intracellular bacterium on Earth, can manipulate the physiology and reproduction of its hosts, and is transmitted vertically from mother to offspring, or sometimes horizontally between species. While its role in some hosts has been studied extensively, its incidence across Lepidoptera is poorly understood. A recent analysis using a beta-binomial model to infer the between-species distribution of prevalence estimated that approximately 40 % of arthropod species are infected with Wolbachia, but particular taxonomic groups and ecological niches seem to display substantially higher or lower incidences. In this study, we took an initial step and applied a similar, maximum likelihood approach to 300 species of Lepidoptera (7604 individuals from 660 populations) belonging to 17 families and 10 superfamilies, and sampled from 36 countries, representing all continents excluding Antarctica.Entities:
Keywords: Bacteria; Butterfly; Latitudinal gradient; Moth
Year: 2015 PMID: 26180539 PMCID: PMC4502936 DOI: 10.1186/s12983-015-0107-z
Source DB: PubMed Journal: Front Zool ISSN: 1742-9994 Impact factor: 3.172
Summary of Wolbachia infection percentages in Lepidoptera
| Category | No. of populations | No. of species | No. of individuals |
|---|---|---|---|
| n (I) | n(I) | n(I) | |
| A. Host Taxonomy (Superfamily) | |||
| Bombycoidea | 1(1.0) | 1(1.0) | 1(1.0) |
| Drepanoidea | 1(1.0) | 1(1.0) | 1(1.0) |
| Gelechioidea | 2(1.0) | 1(1.0) | 2(1.0) |
| Geometroidea | 3(0.33) | 3(0.33) | 5(0.2) |
| Gracillarioidea | 24(0.33) | 20(0.35) | 91(0.78) |
| Hepialoidea | 1(1.0) | 1(1.0) | 4(1.0) |
| Lasiocampoidea | 1(1.0) | 1(1.0) | 2(0.5) |
| Noctuoidea | 29(0.34) | 27(0.37) | 129(0.42) |
| Papilionoidea | 555(0.29) | 224(0.39) | 4137(0.42) |
| Pyraloidea | 63(0.73) | 19(0.78) | 3013(0.19) |
| Tortricoidea | 1(0.0) | 1(0.0) | 1(0.0) |
| Yponomeutoidea | 11(0.36) | 1(1.0) | 306(0.05) |
| Total | 692(0.35) | 300*(0.43) | 7689(0.33) |
| B. Host Geography (Continents) | |||
| Africa | 21(0.71) | 9(0.77) | 999(0.47) |
| Asia | 326(0.28) | 137(0.55) | 4407(0.22) |
| Australia | 2(0.5) | 2(1.0) | 78(0.03) |
| Europe | 202(0.15) | 46(0.45) | 728(0.53) |
| North America | 42(0.83) | 31(0.87) | 557(0.40) |
| Oceania | 8(0.87) | 1(1.0) | 821(0.55) |
| South America | 1(0.0) | 1(1.0) | 10(0.0) |
| NC | 90(0.1) | 89(0.10) | 89(0.09) |
| Total | 692(0.35) | 316a(0.45) | 7689(0.33) |
n = total number; I = proportion infected; NC = Not calculated due to uncertainty of geographical location; a21 species were infected in some populations and not in others, we considered marking a species as infected if any of its populations contained infection. Sixteen species were sampled on more than one continent (details in Additional file 1: Table S1)
Fig. 1Proportion of species and infection frequencies binned in 10 % intervals. Black bars describe the observed infection frequencies within samples from each of the 312 species. For these data, the bin boundaries are treated as upper bounds (so a sample prevalence of exactly 10 % would be placed in the 0-10 % category). Dark grey bars describe the expected proportion of species infected under best-fit beta distribution as estimated by Maximum Likelihood (Table 2), and the best-fit pdf (eq. 3, with ML parameter estimates α = 0.24 and β = 0.63, scaled for visualization) is also shown for comparison. The light grey bars show the expected proportion of species under the parameter estimates of Hilgenboecker et al. [11] for their ‘B(iii)’ arthropod data set
Maximum likelihood estimates of levels of Wolbachia infection in Lepidoptera
| Taxonomic group | Method | Mean prevalence, μ | Incidence, |
|---|---|---|---|
| Lepidoptera | Complete database; beta distribution (eq. | 0.28 (0.25, 0.31) | 0.84 (0.77, 0.90) |
| Complete database; doubly inflated distribution (eq. | 0.27 (0.24, 0.31) | 0.77 (0.63, 1.00) | |
| Papilionoidea | Complete database; beta distribution | 0.26 (0.23, 0.29) | 0.81 (0.72, 0.88) |
| Complete database; doubly inflated distribution | 0.25 (0.22, 0.29) | 0.88 (0.65, 0.95) | |
| Multiple primers; beta distribution | 0.32 (0.25, 0.40) | 0.86 (0.72, 0.98) |
Estimates are shown for the mean proportion of each population that is infected (mean prevalence), and the proportion of populations with more than 1/1000 individuals infected (incidence). Each estimate was obtained by fitting a distribution of prevalences to the screen data (see text for full details)
Fig. 2Comparison of incidence of Wolbachia infection and geography. a-d Scatter plots and Spearman’s rank correlation tests between moment-based estimators of the mean prevalence and incidence [11] and the absolute latitude and longitude of sampling locations (negative latitudes are shown as grey points). e The distribution of Wolbachia infection in Lepidoptera worldwide, based on a survey of countries with at least three screened populations. Countries/territories include: American Samoa, Belarus, China, Croatia, UK, Fiji, France, Germany, India, Japan, Kazakhstan, Malaysia, Mongolia, Poland, Russia, Slovenia, South Africa, Spain, Thailand, Uganda, Ukraine and USA. The green portion of each pie chart represents the mean prevalence (μ) in each country
Fig. 3Distribution of Wolbachia mapped on the Lepidoptera phylogeny of Regier et al. [33] Moment-based estimators of prevalence (μ), and incidence (xc), are shown in green and grey respectively. For Gracillarioidea and Gracillariidae, the moment-based estimation method rendered nonsensical negative parameter estimates, and so these are not shown