| Literature DB >> 29151881 |
Caroline Fouet1, Colince Kamdem1, Stephanie Gamez1, Bradley J White1,2.
Abstract
Ongoing speciation in the most important African malaria vectors gives rise to cryptic populations, which differ remarkably in their behavior, ecology, and capacity to vector malaria parasites. Understanding the population structure and the drivers of genetic differentiation among mosquitoes is crucial for effective disease control because heterogeneity within vector species contributes to variability in malaria cases and allow fractions of populations to escape control efforts. To examine population structure and the potential impacts of recent large-scale control interventions, we have investigated the genomic patterns of differentiation in mosquitoes belonging to the Anopheles nili group-a large taxonomic group that diverged ~3 Myr ago. Using 4,343 single nucleotide polymorphisms (SNPs), we detected strong population structure characterized by high-FST values between multiple divergent populations adapted to different habitats within the Central African rainforest. Delineating the cryptic species within the Anopheles nili group is challenging due to incongruence between morphology, ribosomal DNA, and SNP markers consistent with incomplete lineage sorting and/or interspecific gene flow. A very high proportion of loci are fixed (FST = 1) within the genome of putative species, which suggests that ecological and/or reproductive barriers are maintained by strong selection on a substantial number of genes.Entities:
Keywords: Anopheles nili; divergent selection; high‐FST regions; speciation
Year: 2017 PMID: 29151881 PMCID: PMC5680430 DOI: 10.1111/eva.12492
Source DB: PubMed Journal: Evol Appl ISSN: 1752-4571 Impact factor: 5.183
Figure 1Map showing the sampling locations and the relative frequencies of the morphologically defined species An. nili and An. ovengensis in Cameroon. Small and large black dots indicate, respectively, the 28 locations surveyed and the four sampling sites where mosquitoes were collected
Figure 2Population genetic structure inferred from 4,343 SNPs using a PCA (a) and a neighbor‐joining tree (b). The percentage of variance explained is indicated on each PCA axis. Note the strong association between the five genetic clusters and the different sampling locations
Figure 3Ancestry proportions inferred in Admixture with k = 2–8
Figure 4Identification of the optimal number of genetic clusters using the delta k method of Evanno et al. (2005) (a), DAPC (b) and 10‐fold cross‐validation in Admixture (c). The lowest Bayesian information criterion (BIC) and cross‐validation error and the highest delta k indicate the most probable number of clusters
Pairwise F ST between divergent subpopulations of An. nili s.l
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| – | ||||
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| 0.374 | – | |||
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| 0.506 | 0.552 | – | ||
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| 0.135 | 0.275 | 0.364 | – | |
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| 0.432 | 0.458 | 0.492 | 0.349 | – |
Figure 5Distribution of F ST values throughout the genome between An. nili group 1 and An. nili group 2 (a); An. nili group 1 and An. nili group 3 (b); An. nili group 1 and An. ovengensis group 1 (c); An. nili group 1 and An. ovengensis group 2 (d); An. nili group 2 and An. nili group 3 (e); An. nili group 2 and An. ovengensis group 1 (f); An. nili group 2 and An. ovengensis group 2 (g); An. nili group 3 and An. ovengensis group 1 (h); An. nili group 3 and An. ovengensis group 2 (i); An. ovengensis group 1 and An. ovengensis group 2 (j). The number of SNPs with F ST = 1 is indicated in each pairwise comparison as well as the total number of SNPs in parenthesis
Demographic models of different subgroups of An. nili s.l
| Population | Best model | Log‐likelihood | Final population size | Time |
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| −18.42 | 6.41 (5.326–20.71) | 3.70 (1.11–13.31) |
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| −19.97 | 17.87 (9.33–35.50) | 11.27 (4.93–19.64) |
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| −112.18 | 13.04 (12.15–17.26) | 0.70 (0.58–1.08) |
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| −22.98 | 19.95 (14.45–45.70) | 5.11 (2.33–15.13) |
Relative to ancestral population size.
Expressed in units 2Ne generations from start of growth to present.