| Literature DB >> 26244561 |
Lucas A Freitas1, Claudia A M Russo1, Carolina M Voloch1, Olívio C F Mutaquiha1, Lucas P Marques1, Carlos G Schrago1.
Abstract
The Anopheles genus is a member of the Culicidae family and consists of approximately 460 recognized species. The genus is composed of 7 subgenera with diverse geographical distributions. Despite its huge medical importance, a consensus has not been reached on the phylogenetic relationships among Anopheles subgenera. We assembled a comprehensive dataset comprising the COI, COII and 5.8S rRNA genes and used maximum likelihood and Bayesian inference to estimate the phylogeny and divergence times of six out of the seven Anopheles subgenera. Our analysis reveals a monophyletic group composed of the three exclusively Neotropical subgenera, Stethomyia, Kerteszia and Nyssorhynchus, which began to diversify in the Late Cretaceous, at approximately 90 Ma. The inferred age of the last common ancestor of the Anopheles genus was ca. 110 Ma. The monophyly of all Anopheles subgenera was supported, although we failed to recover a significant level of statistical support for the monophyly of the Anopheles genus. The ages of the last common ancestors of the Neotropical clade and the Anopheles and Cellia subgenera were inferred to be at the Late Cretaceous (ca. 90 Ma). Our analysis failed to statistically support the monophyly of the Anopheles genus because of an unresolved polytomy between Bironella and A. squamifemur.Entities:
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Year: 2015 PMID: 26244561 PMCID: PMC4526650 DOI: 10.1371/journal.pone.0134462
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
GenBank accession numbers of sequences.
| Subgenus | Species |
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|
|
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|---|---|---|---|---|---|
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| - | - | - | AY634533 |
|
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| AY729982 | EU797194 | AB331589 | EU812783 |
|
|
| - | AF417717 | AF417753 | - |
|
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| HQ860331 | - | - | AY365008 |
|
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| EU699001 | - | EU699056 | AF384172 |
|
|
| HE659586 | - | AY953352 | AF504213 |
|
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| HM022407 | AF417721 | AF417757 | U49735 |
|
|
| NC_000875 | NC_000875 | NC_000875 | U32503 |
|
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| AY135694 | - | - | AF462088 |
|
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| AY768950 | HM488283 | AF325715 | HM590510 |
|
|
| DQ000253 | - | AF194448 | DQ000252 |
|
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| AY917197 | - | EU620675 | DQ478878 |
|
|
| AF252877 | AF417705 | AF417741 | DQ287723 |
|
|
| - | - | U94289 | - |
|
|
| - | AF116834 | HQ377221 | AY168883 |
|
|
| - | AJ877310 | AJ877309 | U60410 |
|
|
| HQ840792 | HQ840792 | DQ674709 | HM584396 |
|
|
| - | AY943650 | AJ512742 | GU062188 |
|
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| GQ906980 | AF116830 | AJ512740 | GQ857445 |
|
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| NC_008070 | NC_008070 | NC_008070 | JN994135 |
|
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| NC_002084 | NC_002084 | NC_002084 | NW_163551 |
|
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| HQ840838 | HQ840838 | U94304 | EF042756 |
|
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| - | DQ897936 | - | - |
|
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| JN596972 | - | AF448468 | AY803346 |
|
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| DQ792579 | DQ792579 | DQ792579 | GQ870314 |
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| - | - | - | GQ870313 |
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| GQ259180 | AF116832 | AF194452 | DQ336436 |
|
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| - | DQ069721 | DQ069719 | - |
|
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| - | DQ069722 | DQ069720 | - |
|
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| HQ840857 | HQ840857 | U94312 | HM584446 |
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| - | - | - | AY533851 |
|
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| FJ210893 | AF417713 | AY949851 | EU847233 |
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| AF222327 | AF417711 | EF601864 | GQ870328 |
|
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| AF222324 | AF417712 | AF417748 | AF369559 |
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| - | AY900633 | FJ526436 | DQ487148 |
|
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| - | - | AF417740 | DQ364652 |
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| JQ291235 | - | - | JQ291246 |
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| JQ041282 | - | - | JN967765 |
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| - | AF417723 | AF417759 | - |
|
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| - | AF417695 | AF417731 | L78065 |
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| HQ335344 | HQ335344 | HQ335344 | AF462385 |
|
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| - | AF417697 | AF417733 | DQ020123 |
|
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| NC_014275 | NC_014275 | NC_014275 | GU477277 |
|
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| DQ076216 | DQ076216 | AF417735 | AY028127 |
|
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| AF368065 | AF270915 | AF417736 | HQ020405 |
|
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| - | AF417724 | AF417760 | - |
|
|
| HM022409 | HM022409 | - | - |
| Outgroup |
| NC_010241 | NC_010241 | NC_010241 | M95126 |
| Outgroup |
| - | - | EU477545 | EF619445 |
| Outgroup |
| AF417726 | AF417726 | AF417762 | - |
Fig 1Phylogeny of the Anopheles genus.
(a) Maximum likelihood tree with aLRT statistical support. (b) Bayesian inference tree with clade posterior probabilities.
Fig 2Ancestral area reconstruction conducted using the maximum likelihood method in the APE package.
Circles depict the relative probabilities of each region. Color codes are as follows: green—Africa; yellow—Americas; blue—Southeast Asia and the Pacific; gray—Europe plus Middle East; and red—India plus West Asia.