| Literature DB >> 19055825 |
Alejandro Zaldívar-Riverón1, Mark R Shaw, Alberto G Sáez, Miharu Mori, Sergey A Belokoblylskij, Scott R Shaw, Donald L J Quicke.
Abstract
BACKGROUND: The braconid subfamily Rogadinae is a large, cosmopolitan group of endoparasitoid wasps characterised by 'mummifying' their lepidopteran host larvae, from which the adult subsequently emerges. Rogadines attack a variety of both macro- and microlepidopteran taxa, although the speciose genus Aleiodes almost exclusively attacks macrolepidopterans. Here, we investigate the phylogenetic history of the Rogadinae, revise their higher-level classification and assess the evolution of their host ranges and mummy types. We also assess the divergence times within the subfamily and discuss the reasons for the extraordinary evolutionary diversification of Aleiodes.Entities:
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Year: 2008 PMID: 19055825 PMCID: PMC2614994 DOI: 10.1186/1471-2148-8-329
Source DB: PubMed Journal: BMC Evol Biol ISSN: 1471-2148 Impact factor: 3.260
Figure 1Photographs of Rogadinae wasps. A. Clinocentrini: Clinocentrus sp. B. Stiropiini: Stiropius bucculatricis (Ashmead). C. Rogadini: Triraphis fusciceps (Cresson). D. Heterogamus longipendulatus (van Achterberg) comb. nov. E. Aleiodes (Chelonorhogas) convexus van Achterberg. F. Aleiodes (Aleiodes) albitibia (Herrich-Schaeffer). G. Spinaria armata Ashmead. Yeliconini: H. Yelicones fisheri Areekul & Quicke.
Figure 2Bayesian phylogram derived from the COI data set. Bayesian phylogram obtained from the analysis of the COI data set (30 million generations; burn-in = 20 million generations). Parentheses and black circles above branches indicate clades supported by posterior probabilities from 0.8–0.94 and ≥ 0.95, respectively. Cedria, which was excluded from the simultaneous analysis (see results), appears in bold.
Figure 3Bayesian phylogram derived from the 28S data set. Bayesian phylogram obtained from the analysis of the 28S data set (30 million generations; burn-in = 20 million generations). Parentheses and black circles above branches indicate clades supported by posterior probabilities from 0.8–0.94 and ≥ 0.95, respectively. Cedria and Carinitermus, which were excluded from the simultaneous analysis (see results), appear in bold.
Figure 4Bayesian phylogram derived from the 28S + COI data sets. Bayesian phylogram obtained from the simultaneous (28S + COI) analysis (30 million generations; burn-in = 20 million generations). Asterisks and black circles above branches indicate clades supported by posterior probabilities of 0.8–0.94 and ≥ 0.95, respectively. Host records for the terminal taxa included are indicated in colours. Numbered clades correspond to selected groups investigated for molecular dating and ancestral reconstruction analyses (see also Tables 1 and 2). The ancestral states of selected clades that were recovered by the Bayesian method are illustrated, with the coloured length representing the ancestral posterior probabilities (APP) obtained for the host ranges character (see APP values obtained for the three ancestral character reconstructions examined in Table 2).
Figure 5Bayesian phylogram derived from the 28S + COI data sets. Bayesian phylogram obtained from the simultaneous (28S + COI) analysis (30 million generations; burn-in = 20 million generations). Asterisks and black circles above branches indicate clades supported by posterior probabilities of 0.8–0.94 and ≥ 0.95, respectively. Host records for the terminal taxa included are indicated in colours. Numbered clades correspond to selected groups investigated for molecular dating and ancestral reconstruction analyses (see also Tables 1 and 2). The ancestral states of selected clades that were recovered by the Bayesian method are illustrated, with the coloured length representing the ancestral posterior probabilities (APP) obtained for the host ranges character (see APP values obtained for the three ancestral character reconstructions examined in Table 2).
Estimates of divergence times for selected clades based on the penalised likelihood and relaxed phylogenetic analyses.
| Most recent common ancestor | Penalised likelihood | Relaxed phylogenetics | |||
|---|---|---|---|---|---|
| Mean | SD | Range | Mean | Range | |
| 1. Doryctinae (South America) | 40.17 | 3.87 | 30.72–49.5 | 39.21 | 27.78–52.38 |
| 2. Rogadinae + Betylobraconinae + Lysiterminae + Hormiinae | 48.25 | 2.09 | 43.49–53.34 | 50.53 | 44.52–56.48 |
| 3. Lysiterminae | 41.59 | 3.87 | 32.96–48.53 | 29.01 | 17.53–41.81 |
| 4. Clinocentrini | 35.88 | 1.25 | 34.7–39.16 | 37.28 | 34.7–41.81 |
| 5. Rogadinae | 41.59 | 1.15 | 37.48–44.4 | 46.34 | 41.17–51.62 |
| 6. Rogadini (excl. | 36.76 | 2.31 | 29.8–43.73 | 42.79 | 26.84–48.93 |
| 7. Rogadini (excl. | 27.64 | 2.61 | 20.47–33.96 | 36.44 | 29.66–44.09 |
| 8. Stiropiini | 15.33 | 2.7 | 10.28–30.45 | 21.36 | 11.16–32.62 |
| 9. 'Zygaenoid hosts' clade c | 23.77 | 2.95 | 14.24–32.01 | 28.17 | -d |
| 10. | 25.27 | 2.6 | 18.5–32.39 | 26.92 | -d |
| 11. | 37.04 | 1 | 35.11–40 | 40.29 | 35.15–45.18 |
| 12. Yeliconini | 31.54 | 1.76 | 26.74–35.35 | 34.95 | 28.35–41.58 |
| 13. ' | 34.72 | 0.23 | 34.7–37.04 | 37.54 | 34.71–41.76 |
| 14. Subgenera | 20.7 | 3.09 | 14.33–28.47 | 30.46 | 25.69–36.09 |
| 15. Subgenus | 15.23 | 3.64 | 7.9–25.16 | 23.71 | 18.25–28.18 |
The penalised likelihood (PL) analyses used a sample of 100 postburn-in trees derived from the two 28S + COI Bayesian searches. The relaxed phylogenetic (RP) analyses were based on eight independent runs of 100 million generations each. Numbers on the first column correspond to selected clades indicated in the 28S + COI Bayesian topology (see Figures 4 and 5). Values on the first and second lines for each of the selected clades correspond to divergence times parameters obtained including and excluding calibration of Aleiodes s. l., respectively.
a Relationship not recovered.
b Relationship present in 96 out of the 100 sampled trees selected for the PL analyses.
c Relationship present in 99 out of the 100 sampled trees selected for the PL analyses.
d Range absent in the RP analyses.
e Also including Cordylorhogas, Hemigyroneuron, and Pholichora.
f Also including Cordylorhogas.
Figure 6Times of divergence (including 95% confidence intervals for each estimate) derived from the Bayesian relaxed phylogenetic analysis using the program BEAST and including node calibration for the MRCAs of the Clinocentrini, Aleiodes s. l. Aivalykus, and for the root of the tree (see methods for details about the age calibrations employed). The nodes representing the higher taxonomic groups within the Rogadinae are indicated.
MP and Bayesian ancestral reconstructions of the host ranges and mummy features.
| Clade | Host ranges | Site of emergence from mummy | Hardening of mummy | |||
|---|---|---|---|---|---|---|
| MP | Bayesian | MP | Bayesian | MP | Bayesian | |
| 4. Clinocentrini | Microlep. | Microlep. | Equivocal | Anterior | Equivocal | Moderate |
| 5. Rogadinae | Microlep. | Microlep. | Equivocal | Anterior | Equivocal | Weak |
| 6. Rogadini (excl. | Microlep. | Zygaenoidea (0.59) | Equivocal | Anterior | Equivocal | Weak |
| 7. Rogadini (excl. | Zygaenoidea | Zygaenoidea (0.98) | Equivocal | Posterior | Equivocal | Weak |
| 8. Stiropiini | Microlep. | Microlep. | Equivocal | Anterior | Equivocal | Weak |
| 9. 'Zygaenoid host' clade | Zygaenoidea | Zygaenoidea (0.65) | Posterior | Posterior | Moderate | Weak |
| 10. ' | Zygaenoidea | Zygaenoidea (0.43) | Equivocal | Posterior | Weak | Weak |
| 11. | Microlep. | Noctuidae (0.7) | Equivocal | Posterior | Equivocal | Moderate |
| 12. Yeliconini | Microlep. | Microlep. | Equivocal | Posterior | Equivocal | Moderate |
| 13. | Equivocal | Noctuidae (0.88) | Equivocal | Posterior | Equivocal | Hard |
| 14. | Equivocal | Noctuidae (0.62) | Posterior | Posterior | Hard | Hard |
| 15. | Geometridae | Geometridae (0.84) | Posterior | Posterior | Hard | Hard |
Maximum parsimony and Bayesian (using the BayesTraits program) ancestral reconstructions of the three biological features examined in this study. Ancestral posterior probabilities were obtained by multiplying the mean ancestral character state probability of the selected node across all trees by the portion of the trees that recovered the node involved. Numbers on the first column correspond to selected clades that are indicated in the 28S + COI Bayesian topology (see Figures 4 and 5).
Figure 7Photographs of Rogadinae mummies. Photographs showing the variety of lepidopteran mummy types among the currently recognised Rogadinae tribes. Arrows indicate the emergence holes. A. Clinocentrus cunctator (Haliday), ex Anthophila fabriciana (Linnaeus) (Choreutidae). B. Stiropius bucculatricis (Ashmead), ex Bucculatrix ainsliella Murtfeldt (Bucculatricidae). The mummy is inside the lepidopteran cocoon and is only visible through the exit hole. C. Triraphis fusciceps (Cresson), ex Sibine sp. (Limacodidae). D. Colastomion sp., ex Crambidae. E. Aleiodes (Aleiodes) sp. near borealis (Thomson), ex noctuid. F. Cystomastax sp., ex Arctiidae.