| Literature DB >> 22911845 |
Anna V Goropashnaya1, Vadim B Fedorov, Bernhard Seifert, Pekka Pamilo.
Abstract
Ants of genus Formica demonstrate variation in social organization and represent model species for ecological, behavioral, evolutionary studies and testing theoretical implications of the kin selection theory. Subgeneric division of the Formica ants based on morphology has been questioned and remained unclear after an allozyme study on genetic differentiation between 13 species representing all subgenera was conducted. In the present study, the phylogenetic relationships within the genus were examined using mitochondrial DNA sequences of the cytochrome b and a part of the NADH dehydrogenase subunit 6. All 23 Formica species sampled in the Palaearctic clustered according to the subgeneric affiliation except F. uralensis that formed a separate phylogenetic group. Unlike Coptoformica and Formica s. str., the subgenus Serviformica did not form a tight cluster but more likely consisted of a few small clades. The genetic distances between the subgenera were around 10%, implying approximate divergence time of 5 Myr if we used the conventional insect divergence rate of 2% per Myr. Within-subgenus divergence estimates were 6.69% in Serviformica, 3.61% in Coptoformica, 1.18% in Formica s. str., which supported our previous results on relatively rapid speciation in the latter subgenus. The phylogeny inferred from DNA sequences provides a necessary framework against which the evolution of social traits can be compared. We discuss implications of inferred phylogeny for the evolution of social traits.Entities:
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Year: 2012 PMID: 22911845 PMCID: PMC3402446 DOI: 10.1371/journal.pone.0041697
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
List of Formica species used in the study, their subgeneric groupings and sampling localities.
| Species and Groupings | Locality | Accession Number |
| Subgenus | ||
|
| Sweden | AY488789 |
|
| Spain | AY488790 |
|
| Finland | AY584199 |
|
| Switzerland | AY573885 |
|
| Switzerland | AY488767 |
|
| Sweden | AY488780 |
|
| Urals, Russia | AY488762 |
|
| Belgium | AY517505 |
| Species | ||
|
| Ulaanbaatar, Mongolia | JX170881 |
|
| Germany | JX170879 |
|
| Finland | JX170878 |
|
| Urals, Russia | JX170880 |
| Subgenus | ||
|
| Germany | JX170867 |
|
| Tibet, China | JX170868 |
|
| Öland, Sweden | JX170873 |
|
| Öland, Sweden | JX170873 |
|
| Urals, Russia | JX170871 |
|
| Urals, Russia | JX170872 |
|
| Eastern Siberia, Russia | JX170876 |
|
| Ullanbaatar, Mongolia | JX170877 |
|
| Eastern Siberia, Russia | JX170874 |
|
| Eastern Siberia, Russia | JX170875 |
| Subgenus | ||
|
| Sweden | JX170891 |
|
| Leon, Spain | JX170890 |
|
| Eastern Siberia, Russia | JX170892 |
|
| Ulaanbaatar, Mongolia | JX170892 |
|
| Altai, Russia | JX170892 |
| Subgenus | ||
|
| Eastern Siberia, Russia | JX170882 |
|
| Sweden | JX170888 |
|
| Switzerland | JX170883 |
|
| Sweden | JX170884 |
|
| Western Siberia, Russia | JX170885 |
|
| Sweden | JX170889 |
|
| Sweden | JX170886 |
|
| Kyrgyzstan | JX170887 |
GenBank accession numbers of Formica sequences are given.
Genetic divergence estimates within and between the phylogenetic groups in Formica (%): average distances within the groups (the diagonal, in bold), mean uncorrected (below the diagonal) and net (above the diagonal) distances between the groups.
| 1. | 2. | 3. | 4. | 5. | |
| 1 |
| 7.73±1.14 | 9.58±1.55 | 8.24±1.20 | 4.72±0.75 |
| 2 | 10.13±1.25 |
| 7.93±1.21 | 8.98±1.42 | 5.39±0.88 |
| 3 | 10.45±1.59 | 10.02±1.32 |
| 8.58±1.27 | 7.41±1.19 |
| 4 | 9.17±1.24 | 11.13±1.54 | 9.21±1.30 |
| 6.01±0.93 |
| 5 | 8.65±0.95 | 10.54±1.13 | 11.04±1.37 | 9.70±1.14 |
|
Figure 1Maximum likelihood tree showing phylogenetic relationships among 32 mtDNA Formica haplotypes with the outgroup Polyergus rufescens.
Bootstrap percentages with values over 70 are shown for major nodes. Specimens refer to Table 1.
Figure 2Maximum likelihood tree showing phylogenetic relationships among 32 mtDNA Formica haplotypes.
Bootstrap percentages with values over 70 are shown for nodes. Specimens refer to Table 1.