Abstract

Anopheles funestus is a major vector of malaria across Africa. Understanding its complex and nonequilibrium population genetic structure is an important challenge that must be overcome before vector populations can be successfully perturbed for malaria control. Here we examine the role of chromosomal inversions in structuring genetic variation and facilitating divergence in Burkina Faso, West Africa, where two incipient species (chromosomal forms) of A. funestus, defined principally by rearrangements of chromosome 3R, have been hypothesized. Sampling across an ∼300-km east–west transect largely contained within the Sudan–Savanna ecoclimatic zone, we analyzed chromosomal inversions, 16 microsatellite loci distributed genomewide, and 834 bp of the mtDNA ND5 gene. Both molecular markers revealed high genetic diversity, nearly all of which was accounted for by within-population differences among individuals, owing to recent population expansion. Across the study area there was no correlation between genetic and geographic distance. Significant genetic differentiation found between chromosomal forms on the basis of microsatellites was not genomewide but could be explained by chromosome 3R alone on the basis of loci inside and near inversions. These data are not compatible with complete reproductive isolation but are consistent with differential introgression and sympatric divergence between the chromosomal forms, facilitated by chromosome 3R inversions.

MALARIA continues to claim over 1 million lives annually and remains the leading pathogen-specific cause of morbidity and mortality in children from tropical Africa (World Health Organization 2003). Among its principal African vectors are two highly anthropophilic mosquito species, Anopheles gambiae and A. funestus, whose population genetic structure shows remarkable parallels (Lehmann et al. 2003; Michel et al. 2005b). The tendency of both species to specialize on humans not only maintains a high malaria transmission intensity but also has shaped their population history. This is evidenced by very shallow population structure across Africa and signs of recent population expansion in response to human population growth triggered by the rise and spread of agriculture. The shallow and nonequilibrium population genetic structure of these mosquitoes represents a major challenge to understanding contemporary rates and patterns of gene flow but one that must be overcome if vector populations are to be successfully perturbed for malaria control (Coetzee and Fontenille 2004).

Against the backdrop of weak population genetic structure inferred from neutral molecular markers, nonrandom patterns of chromosomal inversion polymorphism in West Africa suggest an ongoing speciation process in both vectors, associated with environmental changes, including irrigation schemes for rice cultivation (della Torre et al. 2002). Although this phenomenon has been most extensively studied in A. gambiae (Coluzzi et al. 2002), karyotypic analysis of >5,000 A. funestus specimens also has revealed significant and stable departures from Hardy–Weinberg equilibrium due to heterokaryotype deficit and linkage disequilibrium between arrangements on independently assorting chromosome arms (Costantini et al. 1999; Guelbeogo et al. 2005). Equilibrium was restored under the hypothesis of two sympatric and morphologically indistinguishable but assortatively mating chromosomal forms designated Folonzo and Kiribina. Corresponding ecological and behavioral differences suggest that Kiribina is associated with rice cultivation and is less likely than Folonzo to rest indoors, feed on humans, or carry malaria parasites (Costantini et al. 1999).

Owing to their role in suppressing recombination between alternative arrangements, chromosomal inversions may facilitate divergence in the face of gene flow between incompletely isolated populations (Noor et al. 2001; Rieseberg 2001; Ayala and Coluzzi 2005). Whereas gene flow would be expected to homogenize homosequential regions of the genome, gene exchange is restricted between rearranged regions, allowing differences to accumulate and leading to the prediction of greater divergence in such regions. To date, molecular evidence supporting this prediction for A. funestus has been contradictory between recent studies in Burkina Faso and Cameroon (Cohuet et al. 2005; Michel et al. 2005a). Here, we examine this problem on a wider geographic scale in Burkina Faso, where Folonzo and Kiribina forms are sympatric. Using chromosomal inversions, 16 microsatellite markers, and mitochondrial DNA sequence, we assessed the relative impact of inversions and geographic distance on the partitioning of genetic variation.

MATERIALS AND METHODS

Mosquito sampling and processing:

Villages, the spatial sampling unit used in this study, are 1–3 km in radius consisting of 20- to 50-m2 compounds, each containing 2–13 small, closely spaced huts. Collections were made inside multiple huts and compounds per village by pyrethrum spray catches. Eight villages were sampled along an east–west transect in Burkina Faso during November and December 2002 (Figure 1). The villages of Vi (11°45′N, 3°8′W), Siby (11°51′N, 2°58′W), Ividie (11°49′N, 2°38′W), La (12°4′N, 2°18′W), Pehele (12°15′N, 1°11′W), and Sabtenga (11°48′N, 0°30′W) are all located within the Sudan–Savanna ecoclimatic zone; Bagre (11°32′N, 0°28′W) and Dirze (11°24′N, 0°36′W) lie on or just inside the border with the Guinean–Savanna zone. The area sampled is characterized by annual rainfall amounts of 550–900 mm and large flat expanses of tall grasses or shrubs with scattered trees.

Mosquitoes were sorted morphologically to the Funestus Group (Gillies and Coetzee 1987) in the field under a dissecting scope. Ovaries from females at the appropriate gonotrophic stage were dissected in the field into individually labeled tubes containing modified Carnoy's solution (ethanol:glacial acetic acid, 3:1) and held on ice until they could be stored at −20° for later polytene chromosome analysis. Mosquito carcasses were stored individually at room temperature in correspondingly labeled tubes with desiccant. Chromosome preparation followed Sharakhov et al. (2001). Assignment of individual females to the Folonzo or Kiribina form was performed on the basis of karyotype, according to Guelbeogo et al. (2005). Only those specimens that could be unambiguously assigned were analyzed further. After removal of abdomens for later blood meal analysis (results will be presented in a future article), genomic DNA was extracted from single mosquito carcasses in 96-well plates (Wizard SV-96 genomic DNA purification system, Promega) with the aid of a Biomek FX workstation (Beckman Coulter). Prior to analysis by PCR, genomic DNA was diluted 1:10 in H2O (∼5 ng/μl). Identification of A. funestus sensu stricto apart from closely related species with similar or identical adult morphology was achieved by an rDNA-based PCR assay (Koekemoer et al. 2002) as modified by Michel et al. (2005a). Sporozoite infection was assayed by nested PCR targeting the MspI gene (Ranford-Cartwright et al. 1993; Michel et al. 2005a).

mtDNA sequencing and microsatellite genotyping:

A segment of the mtDNA ND5 gene was amplified by PCR and sequenced directly on an ABI-3700 (Applied Biosystems) as described previously (Michel et al. 2005a). Sequences were aligned, trimmed to a common 834-bp segment, and edited using Lasergene software (DNASTAR). Sequences have been deposited under GenBank accession nos. DQ126687127169. Sixteen physically mapped reference microsatellite loci (Sharakhov et al. 2004) were amplified and products were diluted, pool-plexed (two groups of eight loci each), and genotyped on a Beckman Coulter CEQ8000 as described previously (Michel et al. 2005a).

Genetic data analysis:

For each village and chromosomal form, summary statistics of mtDNA and microsatellite polymorphism were generated using DnaSP 4.0 (Rozas et al. 2003) and Fstat2.9.3.2 (Goudet 2001), respectively. Fstat2.9.3.2 was also used to assess deviations from Hardy–Weinberg equilibrium per locus and per village/chromosomal form (by estimating the inbreeding coefficient Fis) and linkage disequilibrium between pairs of loci within each village/chromosomal form. Significance was tested using the randomization approach implemented in Fstat, which applies Bonferroni corrections. Within each village the frequency of suspected null alleles was calculated using the Brookfield 2 estimate (Brookfield 1996). Allele and genotype frequencies were modified accordingly in MICRO-CHECKER (van Oosterhout et al. 2004) to create a null allele-adjusted data set that was compared to the original data set to explore the impact of null alleles on estimates of genetic differentiation.

Genetic differentiation between pairs of population samples within and between chromosomal forms was estimated using FST. For mtDNA, FST based on pairwise nucleotide difference was calculated in Arlequin 2.0 (Schneider et al. 2000). For microsatellites, FST was computed in Microsatellite Analyzer (Dieringer and Schlotterer 2003). Global estimates of FST for both markers were generated by analysis of molecular variance (AMOVA) implemented in Arlequin 2.0. For all calculations, significance was assessed by 10,000 permutations and reported P-values were Bonferroni adjusted.

The isolation-by-distance model was tested in GENEPOP 3.3 (Raymond and Rousset 1995) using a semi-matrix of FST values based on mtDNA or microsatellite data sets. Significance of the regression of genetic distance on geographic distance was tested using the Mantel procedure (Mantel 1967), permuting columns of the semi-matrix 10,000 times. For microsatellites we also used the program SPAIDA (Palsson 2004), which calculates two estimates of spatial autocorrelation on the basis of frequencies of different alleles assuming an infinite allele model (Moran's I) or differences in the numbers of repeats (Geary's C) assuming a stepwise mutation model of microsatellite evolution. Significance of the correlation for each distance class was evaluated by 1000 permutations of individuals among locations.

Three approaches were followed to investigate whether populations cluster by geographic proximity or chromosomal form. In the first, we reconstructed relationships on the basis of microsatellite or mtDNA genetic distances. For microsatellites, Nei et al.'s (1983) DA distance was used to construct a neighbor-joining tree with Populations 1.2.28 software (http://www.cnrs-gif.fr/pge/bioinfo/populations/index.php). Bootstrapping over individuals 100 times was used to assess robustness of individual branches. For mtDNA, a haplotype network was constructed using the statistical parsimony method implemented in TCS 1.13 (Clement et al. 2000). The second approach, applied only with microsatellites, used the model-based clustering method implemented in STRUCTURE 2.0 (Pritchard et al. 2000), which estimates the most likely number of distinct populations on the basis of multilocus genotypes with no a priori assumptions of population structure. Each simulation consisted of a burn-in period of 500,000 chains and a run length of 1,000,000 chains for each of K = 1–8, replicated three times to assess consistency. Additionally, assignment tests using microsatellite data were performed with the program SPASSIGN (Palsson 2004) using a frequency-based method developed by Paetkau et al. (1995) to calculate the probability of assignment to the Kiribina or Folonzo chromosomal forms.

Tests of non-neutral evolution were performed for microsatellite and mtDNA data sets. For mtDNA, Tajima's D (Tajima 1989), R2 (Ramos-Onsins and Rozas 2002), and Fu's Fs (Fu 1997) were computed using DnaSP. The first two statistics are based on the distribution of mutation frequencies, whereas the latter is based on haplotype distribution; all have low values where low-frequency mutations are in excess, as expected following a selective sweep or a population expansion. Statistical significance was evaluated by coalescent simulations (10,000 replicates) in DnaSP. For microsatellites, Kimmel et al.'s (1998) β-imbalance index was computed using the β1 estimator of β(t) (King et al. 2000). This statistic is based on the imbalance between allele size variance and heterozygosity at a locus, and it assumes values <1 following a population expansion. For the imbalance index, 95% confidence intervals were estimated by bootstrapping over loci using an SAS program kindly provided by T. Lehmann (Donnelly et al. 2001).

RESULTS

During November and December 2002 we collected indoor-resting A. funestus from eight villages spanning an ∼300-km east–west transect across Burkina Faso (Figure 1). Although both Folonzo and Kiribina forms were collected from each village, their relative proportions were unbalanced such that in only two locales (La and Pehele villages) were adequate sample sizes (i.e., >30) obtained for both forms in the same collection.

Figure 1.—

Map of Burkina Faso showing the capital Ouagadougou, the villages of Koubri and Kuiti sampled in a previous study (Michel et al. 2005a), and the villages where mosquito collections were made for the present study. Three climatic regions indicated by different shading (from north to south: Sahel, Sudan–Savanna, and Sudan–Guinea) are delimited by the 600- and 900-mm isohyets.

mtDNA and microsatellite polymorphism:

Levels of polymorphism for both marker classes were high (supplemental Table S1 at http://www.genetics.org/supplemental/). In the set of 483 mtDNA ND5 sequences (302 Folonzo, 181 Kiribina), 180 of 834 sites were variable. Nearly half (80) of the variable sites were singletons, resulting in a large total number of haplotypes (280) and a high haplotype diversity (0.98). Average nucleotide diversity overall was only 0.006 per site, or 4.6 nucleotide differences between sequences. Thus, the total mtDNA data set is composed of closely related yet often unique sequences, as reflected in the greater estimates of Neμ based on θ vs. π (supplemental Table S1, http://www.genetics.org/supplemental/).

Microsatellite polymorphism levels were high at all 16 loci genotyped from 502 A. funestus (315 Folonzo, 187 Kiribina). Overall allelic richness averaged 9.0 per locus with a range of 3–20. Values of observed heterozygosity ranged from 0.26–0.89. Deviations from Hardy–Weinberg equilibrium within some samples of Kiribina and Folonzo (19 of 160 tests) indicated heterozygote deficit (supplemental Table S1, http://www.genetics.org/supplemental/), most likely due to null alleles as they were not genomewide, consistent with the presence of null alleles in microsatellite studies of this and other species (Lehmann et al. 1996; Dakin and Avise 2004; Michel et al. 2005a; Stump et al. 2005). Notably, all population samples showed heterozygote deficits at locus FunD, and three more showed significant deficits at AFND12 and AFUB12, together accounting for 16 of 19 significant tests. Under the assumption of random mating, we estimated null allele frequencies for each locus and population and explored their impact by repeating all population genetic analyses under two different treatments: (1) with a data set adjusted for estimated null allele frequencies, or (2) by excluding FunD, AFND12, and AFUB12. The effect of either treatment was minimal and not statistically significant.

Genetic clustering:

Neighbor-joining trees were reconstructed to explore whether A. funestus would cluster on the basis of physical proximity of sampling sites or chromosomal form membership. Mitochondrial sequences were uninformative, resulting in a star-like phylogeny (data not shown). However, microsatellite DA distances clustered by chromosomal form (Figure 2). Notably, samples of both chromosomal forms collected in sympatry from the villages of La and Pehele were more closely related to samples of the same form separated by ∼120 km than to sympatric samples of the other form.

Figure 2.—

Clustering of A. funestus study populations from Burkina Faso, inferred from microsatellites. Top: Neighbor-joining tree based on Nei et al.'s (1983) DA distance. Bootstrap values >50% are shown. Branches are labeled by sampling location (village) and chromosomal form assignment (solid circles, Folonzo; open circles, Kiribina). Bottom: Plot from an unsupervised STRUCTURE run of highest estimated probability at k = 2 (two clusters). Each individual is represented by a vertical line in which shading (solid or open) indicates membership coefficients (scale bar at left) for alternative clusters corresponding to Folonzo and Kiribina. Plot is partitioned into 10 segments representing samples of Kiribina or Folonzo from different villages. Village names are indicated below the plot, and chromosomal form membership (determined independently by karyotyping) is indicated at the bottom by a bar.

The same pattern was revealed by unsupervised Bayesian clustering analysis of microsatellite data (Figure 2). Two clusters were inferred as most likely corresponding to the chromosomal forms. Predefined Kiribina and Folonzo samples were consistently different in their proportion of membership to cluster 1 (mean, 0.67 ± 0.05 and 0.40 ± 0.02 for Kiribina and Folonzo, respectively) or cluster 2 (0.33 ± 0.05 and 0.60 ± 0.02 for Kiribina and Folonzo). Assignment tests based on microsatellites showed similar results, correctly allocating 81% of Kiribina specimens and 74% of Folonzo specimens. The proportion of specimens correctly assigned to chromosomal form was significantly better than random (X2 = 143.7, P < 0.001). By contrast, the proportion of Kiribina or Folonzo specimens collected from La and Pehele villages that were correctly assigned to those villages was not significantly different from random (X2 = 1.48, P > 0.1 and X2 = 2.64, P > 0.1, respectively).

Population structure:

The genetic structure of these A. funestus populations was investigated using a hierarchical AMOVA approach based on mtDNA and microsatellites. We defined three hierarchical levels: within populations, among populations within chromosomal forms, and between forms. Results for both types of markers were virtually identical and in accord with the clustering analyses. Almost all genetic diversity (99%) was partitioned within populations, indicating high genetic similarity overall. Global FST estimates revealed slight but significant overall genetic structure (mtDNA: 0.009, P = 0.002; microsatellites: 0.010, P = 0.000). However, most AMOVA tests of population structure within forms (i.e., two hierarchical levels: within populations and among populations within forms) were not significant (Kiribina mtDNA FST = 0.002, P = 0.32 and microsatellite FST = 0.003, P = 0.06; Folonzo mtDNA FST = 0.003, P = 0.11 and microsatellite FST = 0.004, P = 0.003).

Within chromosomal forms, pairwise FST comparisons among samples gave a range of values from 0 to 0.006 for microsatellites and 0 to 0.020 for mtDNA (supplemental Table S2 at http://www.genetics.org/supplemental/). Of 40 comparisons in total, only 7 revealed significant values after correction for multiple tests. Two of the largest such values, corresponding to mtDNA contrasts between Siby and either La or Ividie, involved a trio of nearby villages, whereas comparisons across much larger distances (e.g., Ividie vs. Sabtenga) were not statistically different from zero. These results are inconsistent with positively correlated geographic and genetic distances and instead may reflect heterogeneous sampling of rare alleles, which collectively compose a substantial fraction of allelic variation. An excess of rare mtDNA alleles was signaled by significantly negative Tajima's D (see Table 2); singletons alone accounted for 44% of mtDNA variable sites. For microsatellites, rare alleles (defined here as having frequencies <2.5%) accounted for 43% of alleles at a locus in the Kiribina form (range across 16 loci, 20–62%) and 52% of alleles at a locus in Folonzo (33–65%). The proportion of rare microsatellite alleles in the earlier study from Koubri/Kuiti (Michel et al. 2005a) was similarly high in both forms (54% of alleles from ∼380 Kiribina individuals, 41% of alleles from ∼180 Folonzo individuals).

Formal tests of isolation by distance were conducted separately for each chromosomal form and marker class. For Folonzo, tests included the villages of Vi, Siby, Ividie, La, Pehele, and Sabtenga, spanning pairwise distances of 20–280 km. For Kiribina, the tests included La, Pehele, Dirze, and Bagre (19–200 km; see Figure 1). In no case did the data fit the isolation-by-distance model based on Mantel tests (mtDNA: Kiribina P > 0.08, Folonzo P > 0.95; microsatellites: Kiribina P > 0.08; Folonzo P > 0.54). In addition, using the SPAIDA program to calculate two estimates of spatial autocorrelation extended for microsatellites (Palsson 2004), we found no significant correlations with either Moran's I under the infinite allele model or Geary's C under the stepwise mutation model. Therefore, for distances <300 km the data do not support an isolation-by-distance model for A. funestus. It is instructive to note that Mantel tests of isolation by distance using microsatellite data from each village without regard to chromosomal form membership of the samples produced a potentially misleading, marginally significant correlation (P < 0.053). This emphasizes the need for karyotype information on all specimens and the importance of separate analyses of Folonzo and Kiribina forms of A. funestus.

For comparisons between chromosomal forms, the analysis was limited to samples in which sufficient numbers of both forms were captured simultaneously from the same locale (La and Pehele villages). The results are given in Table 1, which also provides data from a previous study in Koubri/Kuiti (see Figure 1). The microsatellite data were consistent across space (among villages) and time (among years) and gave evidence of significant differentiation between forms, although the magnitude of differentiation was slight. Notably, microsatellite differentiation was not genomewide, as shown by independent analyses of the five loci on chromosome 3R and the 11 loci outside of this chromosome arm. The right arm of chromosome 3 contains inversions 3Ra and 3Rb, whose arrangement is crucial in chromosomal form assignment. All significant differentiation between forms (and none within forms) could be explained by the five 3R loci alone: three outside of inversions, two within inversion 3Rb. The lack of microsatellite differentiation outside of 3R is consistent with slight or nonexistent mtDNA differentiation.

View this table:
TABLE 1

Microsatellite and mtDNA differentiation (FST) between A. funestus chromosomal forms in Burkina Faso

Demographic inference:

Typical of villages across the transect, an excess of low-frequency mtDNA alleles in Folonzo and Kiribina samples from La and Pehele villages was indicated by each of three tests on the basis of the frequencies of segregating sites or the haplotype distribution (Table 2 ). These results are consistent with alternative scenarios—a recent selective sweep or population expansion—both of which are characterized by an elevated proportion of recent mutations occurring on the external branches of the genealogy. Supporting evidence from 16 microsatellite loci, on the basis of a β-imbalance index significantly <1 in both Kiribina and Folonzo from La and Pehele, favors population expansion as the more likely explanation (Kimmel et al. 1998; King et al. 2000) because the effect is genomewide. This index was significantly <1 in virtually all individual samples (only Folonzo from Pehele was marginally significant; data not shown).

View this table:
TABLE 2

Summary of neutrality tests against population growth

DISCUSSION

As in Burkina Faso, chromosomal polymorphism in Cameroon appears consistent with the presence of Kiribina and Folonzo forms, given heterokaryotype deficits and linkage disequilibria between inversions in central localities of that country (Cohuet et al. 2005). However, at odds with the present study, molecular data from 10 microsatellite loci—of which 7 were shared between studies—were not consistent with chromosomal discontinuities (Cohuet et al. 2005). Instead, the presence of significant population structure among localities was attributed not to genetic isolation between the forms but to an isolation-by-distance effect that encompassed all loci both inside and outside of inversions. The discrepancy between studies may reflect a true difference between West and Central African populations of A. funestus. However, as only 25% of the ∼600 Cameroon specimens analyzed molecularly also were karyotyped, individuals were not identified as Folonzo or Kiribina and the data were not partitioned by chromosomal form prior to analysis. In light of the nonrandom distribution of chromosomal inversions along a north–south cline of decreasing aridity in Cameroon, the significant correlation of genetic and geographic distance may have been driven by hidden population structure due to displacement of the chromosomal forms along the cline. Moreover, the seeming contradiction regarding the influence of chromosomal inversions on estimates of genetic differentiation also may be a function of different methodology rather than biology. Whereas Cohuet et al. (2005) partitioned their loci strictly according to whether they fell inside or outside inversions, we found that loci on chromosome 3R (whether within or near inversions) accounted for all significant differentiation. Viewed in this way, the data from Cameroon are more congruent with the present study; their mean FST estimate for all 4 loci from chromosome 3R (FunG, FunD, AFND19, and AFND20) was 0.016, twofold higher than the estimate across the 4 remaining loci whose genome position has been mapped (0.008).

Under a model of allopatric speciation (or complete reproductive isolation), it is expected that genetic divergence should be found genomewide and in proportion to time since isolation. The present data are not compatible with this model. Yet the absence of genomewide divergence does not contradict an ongoing process of lineage splitting. Divergence with gene flow models in which incipient species experience residual gene flow predict a mosaic pattern of undifferentiated genome segments homogenized by recombination interspersed with islands of differentiation due to strong selection against introgression (Machado et al. 2002; Wu and Ting 2004; Feder et al. 2005). These islands are likely to coincide with low-recombination regions of the genome, including polymorphic chromosomal inversions and pericentromeric areas, and are likely to contain many of the genes underlying differential ecological adaptations and premating isolation (Noor et al. 2001; Ortiz-Barrientos et al. 2002). The African malaria vector A. gambiae appears to represent this situation very well, with nascent species M and S in sympatry across West and Central Africa (Stump et al. 2005; Turner et al. 2005). In the case of Folonzo and Kiribina forms of A. funestus, alternative arrangements on chromosome 3R are core components of a deterministic algorithm that makes taxonomic assignments on the basis of karyotype (Guelbeogo et al. 2005); no independent molecular markers have been discovered. Such an algorithm has limitations. It should be emphasized that no inversions or inversion combinations are strictly diagnostic for different forms, neither for A. funestus nor for A. gambiae. Inversions are known to be shared across forms, albeit at significantly different frequencies. Nevertheless, their importance in partitioning genetic variation in A. funestus is underscored by the finding that all significant nuclear differentiation derives from loci within or near inversions on chromosome 3R. Neither candidate genes nor candidate phenotypes exist that can be mapped to this chromosome arm at present, although tantalizing evidence suggests that the inversions may be linked to alternative utilization of anthropogenic (ricefield) vs. natural (e.g., marsh) habitats (Costantini et al. 1999), to which they may be differentially adapted. The present data do not support a link between karyotype and rate of malaria parasite infection, as sporozoite rates were uniformly high in both forms (8.8% and 9.1% for Kiribina and Folonzo, respectively).

As is the case for A. gambiae and our own species, most genetic diversity in A. funestus (99%) is accounted for by within-population differences among individuals, owing to recent population expansion. The implications are twofold. First, the assumption of mutation-drift equilibrium so common to analyses of population genetic structure and especially to indirect estimates of contemporary gene flow is not valid for either vector. Migration rates among demes within a chromosomal form, or gene flow between chromosomal forms, might be much smaller than what a simple transformation of FST to Nm would suggest (Whitlock and McCauley 1999). Second, it suggests a shared history that follows from the interplay between human population expansion, associated anthropogenic modifications to the environment, and the correlated rise of pest species with the infectious diseases they transmit. The parallel instances of incipient speciation in West Africa by these major malaria vectors, both associated with rice cultivation, may offer mechanistic insights into the rapid ecological adaptation and lineage splitting that seem to occur in response to common environmental cues.

Acknowledgments

We thank the entomological technicians at the Centre National de Recherche et de Formation sur le Paludisme for assistance with field collections. This project was funded by National Institute of Health grant R01-AI48842 to N.J.B. A.P.M was supported by an Arthur J. Schmidt Graduate Fellowship from the University of Notre Dame.

Footnotes

  • Sequence data from this article have been deposited with the EMBL/GenBank Data Libraries under accession nos. DQ126687127169.

  • Communicating editor: L. Harshman

  • Received April 19, 2006.
  • Accepted April 26, 2006.

References

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