| Literature DB >> 27206473 |
Enrique González-Tortuero1,2,3, Jakub Rusek4, Inbar Maayan4, Adam Petrusek5, Lubomír Piálek5,6, Stefan Laurent7,8, Justyna Wolinska9,10.
Abstract
BACKGROUND: Microsporidia are spore-forming obligate intracellular parasites that include both emerging pathogens and economically important disease agents. However, little is known about the genetic diversity of microsporidia. Here, we investigated patterns of geographic population structure, intraspecific genetic variation, and recombination in two microsporidian taxa that commonly infect cladocerans of the Daphnia longispina complex in central Europe. Taken together, this information helps elucidate the reproductive mode and life-cycles of these parasite species.Entities:
Keywords: Cryptic sex; Genetic diversity; Internal transcribed spacer; Microsporidia; Recombination
Mesh:
Substances:
Year: 2016 PMID: 27206473 PMCID: PMC4875737 DOI: 10.1186/s13071-016-1584-4
Source DB: PubMed Journal: Parasit Vectors ISSN: 1756-3305 Impact factor: 3.876
Fig. 1Comparison of frequencies of the ITS representative sequences of (a) Berwaldia and (b) MIC1, among the different reservoirs. Number of screened Daphnia individuals and number of analysed ITS sequences are shown below each reservoir label. Results of Fisher’s exact test are shown below each of the stacked bar charts. The “rare” category includes all ITS representative sequences present at a frequency lower than 0.5 %
Results of the hierarchical analysis of molecular variance (AMOVA) of spatial population structure in Berwaldia and MIC1. Calculations were based on the frequency of representative ITS sequence variants, as detected within individual Daphnia host
| Microsporidia | Source of variation |
| Variation explained (%) |
|
|---|---|---|---|---|
|
| Among host populations | 5 | -0.11 | 0.145 |
| Within host population | 74 | 6.42 | < 0.001 | |
| Within host individual | 19,562 | 93.69 | < 0.001 | |
| MIC1 | Among host populations | 1 | 3.02 | < 0.001 |
| Within host population | 24 | 3.37 | < 0.001 | |
| Within host individual | 2826 | 93.61 | < 0.001 |
Fig. 2Non-metric MDS plot of the population structure of (a) Berwaldia and (b) MIC1. The analysis is based on the frequency of ITS representative sequences of the parasites, calculated per individual Daphnia host. Crosses represent individual Daphnia hosts and circles indicate the centroids of each population
Fig. 3Maximum likelihood tree of selected microsporidian taxa, including all abundant representative types of Berwaldia and MIC1 as detected in our study, based on ITS rDNA gene sequences. Maximum likelihood and neighbour-joining trees produced identical tree topologies. Support for each internal node is given as rapid bootstrap values and neighbour-joining bootstrap values, respectively. Branch lengths are based on the expected number of nucleotide substitutions per site. Bold labels indicate the most abundant ITS representative sequences of Berwaldia and MIC1 detected in the present study
Fig. 4Haplotype networks of the abundant ITS representative sequences of (a) Berwaldia and (b) MIC1. Each red circle indicates a single connection step (i.e. a single mutation) between the ITS representative sequences. Red-lined boxes indicate the most abundant ITS representative sequences for each parasite. Box colour indicates the reservoir(s) in which a given ITS representative sequences was detected
Summary statistics of the Berwaldia and MIC1 ITS marker
| Microsporidia | Number of sequences | Number of segregating sites |
|
|
|
|---|---|---|---|---|---|
|
| 18,871 | 171 | 1.470 × 10-3 | 28.784 × 10-3 |
|
| MIC1 | 2630 | 75 | 3.764 × 10-3 | 12.291 × 10-3 | -1.811 |
Samples from different populations were pooled. Genetic diversity is calculated as the average heterozygosity per site (Tajima’s estimator, π) and the average number of nucleotide differences per site (Watterson’s estimator, θ w). Bold number indicates a significant value in Tajima’s D neutrality test
Fig. 5Sliding window analysis of nucleotide diversity in the ITS marker of (a) Berwaldia and (b) MIC1. A sliding window of 50 base pairs was used, with an increment of 25 base pairs. Observed nucleotide diversity was calculated as the average heterozygosity per site (Tajima’s estimator, π), while the expected nucleotide diversity was computed as the average number of nucleotide differences per site (Watterson’s estimator, θ w). The gap in positions 350–400 in the MIC1 graph is the result of complete sequence identity, which renders the estimator inapplicable