| Literature DB >> 27546953 |
Donna Lisa De-Silva1, Marianne Elias2, Keith Willmott3, James Mallet4, Julia J Day5.
Abstract
AIM: Despite the greatest butterfly diversity on Earth occurring in the Neotropical Andes and Amazonia, there is still keen debate about the origins of this exceptional biota. A densely sampled calibrated phylogeny for a widespread butterfly subtribe, Oleriina (Nymphalidae: Ithomiini) was used to estimate the origin, colonization history and diversification of this species-rich group. LOCATION: Neotropics.Entities:
Keywords: Andes; Hyposcada; Ithomiini butterflies; Megoleria; Neotropics; Oleria; Ollantaya; biogeography; diversification
Year: 2015 PMID: 27546953 PMCID: PMC4973677 DOI: 10.1111/jbi.12611
Source DB: PubMed Journal: J Biogeogr ISSN: 0305-0270 Impact factor: 4.324
Rates of diversification test results using rate‐constant (pure‐birth, birth‐death) and rate‐variable [density‐dependent logistic (DDL) and density‐dependent exponential (DDX), indicative of adaptive radiation; Yule two‐rate models; time‐varying speciation and constant extinction (SPVAR), time‐varying extinction and constant speciation (EXVAR), varying speciation and extinction through time (BOTHVAR; Rabosky & Lovette, 2008)] diversification models. In each case, the best model/s is/are indicated in bold. Log‐likelihood (AIC) and the difference in AIC with the best model (∆AIC) are shown for each clade examined. R 1 and R 2 indicate initial and, when applicable, final net diversification rates respectively; st = the time of rate shift in the Yule‐2‐rate model; a = extinction fraction E/S, k = the k‐parameter from the DDL model, and x = the x‐parameter from the DDX model
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| st | log‐lkh | AIC | ∆AIC |
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| Oleriina | Pure‐birth | 0.174 | 17.42 | −32.84 | 11.71 | ||||
| Birth‐death | 0.174 | 0 | 17.42 | −30.84 | 13.71 | ||||
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| DDX | 0.662 | 0.41 | 20.67 | −37.33 | 7.21 | ||||
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| SPVAR | 20.75 | −35.51 | 9.04 | ||||||
| EXVAR | 17.38 | −28.77 | 15.77 | ||||||
| BOTHVAR | 20.77 | −33.53 | 11.01 | ||||||
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| Birth‐death | 0.101 | 0 | −9.88 | 23.75 | 2 | ||||
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| Yule 2‐rate | 0.081 | 0.121 | 3.96 | −9.78 | 25.56 | 3.81 | |||
| SPVAR | −9.88 | 25.75 | 4 | ||||||
| EXVAR | −9.88 | 25.75 | 4 | ||||||
| BOTHVAR | −9.88 | 27.75 | 6 | ||||||
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| Pure‐birth | 0.205 | 10.66 | −19.33 | 19.34 | ||||
| Birth‐death | 0.205 | 0 | 10.66 | −17.33 | 21.34 | ||||
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| DDX | 2.136 | 0.76 | 18.01 | −32.02 | 6.64 | ||||
| Yule 2‐rate | 0.513 | 0.118 | 4.54 | 20.93 | −35.85 | 2.81 | |||
| SPVAR | 19.09 | −32.17 | 6.49 | ||||||
| EXVAR | 10.64 | −15.27 | 23.39 | ||||||
| BOTHVAR | 19.09 | −30.17 | 8.49 | ||||||
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| Pure‐birth | 0.191 | −8.76 | 19.52 | 16.42 | ||||
| Birth‐death | 0.191 | 0 | −8.76 | 21.52 | 18.42 | ||||
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| DDX | 5.475 | 1.38 | −1.79 | 7.58 | 4.48 | ||||
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| SPVAR | −1.60 | 9.21 | 6.1 | ||||||
| EXVAR | −8.76 | 23.52 | 20.42 | ||||||
| BOTHVAR | −1.62 | 11.24 | 8.14 | ||||||
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| Pure‐birth | 0.190 | −9.38 | 20.75 | 7.03 | ||||
| Birth‐death | 0.190 | 0 | −9.38 | 22.75 | 9.03 | ||||
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| DDX | 1.291 | 0.90 | −7.08 | 18.17 | 4.45 | ||||
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| SPVAR | −7.31 | 20.62 | 6.9 | ||||||
| EXVAR | −9.38 | 24.77 | 11.05 | ||||||
| BOTHVAR | −7.31 | 22.62 | 8.9 | ||||||
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| Birth‐death | 0.214 | 0 | −6.13 | 16.25 | 2 | ||||
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| Yule 2‐rate | 0.290 | 0.154 | 2.12 | −5.88 | 17.75 | 3.5 | |||
| SPVAR | −6.13 | 18.25 | 4 | ||||||
| EXVAR | −6.13 | 18.25 | 4 | ||||||
| BOTHVAR | −6.13 | 20.25 | 6 |
Figure 1Palaeogeographical model used in the dispersal‐extinction‐cladogenesis analyses of biogeographical events. The four time slices used in the analyses and dispersal rates for each biogeographical area are shown. Maps are modified from Hoorn & Wesseling (2010); Condamine et al. (2013); Matos‐Maraví et al. (2013). Maps show dispersal and diversification of each Oleriina genus. Dispersal rates highlighted indicate a constraint on dispersal. (A) Central America; (B) western slopes and lowlands of the Northern Andes including Colombia, Ecuador and north‐west Peru; (C) Venezuelan Highlands including the Cordillera de Mérida and Cordillera de la Costa; (D) Guiana Shield; (E) north‐east Colombian Andes; (F) Northern Andes including Ecuador and the central & western Colombian Cordilleras; (G) Central Andes; (H) western Amazonia; (I) central and eastern Amazonia; (J) Atlantic region including the Atlantic Forest and Cerrado.
Figure 2Bayesian dated maximum clade credibility tree for the Oleriina based on an uncorrelated lognormal relaxed clock detailing biogeographical reconstructions of ancestral geographical ranges inferred from dispersal‐extinction‐cladogenesis implemented in lagrange. The evolution of the Oleriina was divided into four time slices corresponding to notable palaeogeographical events. Coloured squares to the left of the map correspond to the geographical areas indicated. Coloured squares to the right of the tree indicate the geographical range of each extant species and those at the bottom of the tree indicate combined ranges. Pie charts represent the relative probabilities of ancestral ranges. Ancestral area probabilities < 0.1 were combined (black sections of the pie charts). The number of extant species for each geographical region is indicated in the map.
Figure 3Bayesian dated maximum clade credibility tree for the Oleriina based on an uncorrelated log normal relaxed clock and detailing current and ancestral elevation ranges. Current elevation ranges are shown at the tips of the trees. ML inferred ancestral elevation ranges are shown for each node on the branch and MP inferred ancestral elevation ranges are shown below the branch where results differ. Bayesian posterior probabilities lower than 0.90 are indicated. Genera and Oleria species groups are shown to the right of the tree and photographs of Oleriina species are to the left. Elevation range categories are indicated in the legend.
Figure 4Lineage‐through‐time (LTT) plots based on 1000 sampled Bayesian trees for (a) Oleriina, (b) Hyposcada, (c) Oleria, (d) makrena species group, (e) amalda species group, (f) onega species group.
Tests of ancestral states of altitudinal ranges (scored as a discrete trait) in different clades. Low (0–1000 m), Mid (750–1700 m), High (> 1400 m). Log‐likelihood, AIC and the difference in AIC (∆AIC) are shown. In each case, the best model/s (∆AIC) is/are indicated in bold
| Clade | Model | Log lkd | Parameters | AIC | ∆AIC |
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| Low | −23.19 | 4 | 54.38 | 4.21 | |
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| Low | −23.19 | 4 | 54.38 | 4.08 | |
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| Low | −25.67 | 4 | 59.33 | 9.96 | |
| Mid | −22.05 | 4 | 52.09 | 7.24 | |
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| Low | −22.16 | 4 | 52.32 | 2.99 | |
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| Low | −25.74 | 4 | 59.47 | 10.09 | |
| Mid | −22.05 | 4 | 52.10 | 2.71 |
Maximum likelihood estimation of ancestral elevation range as a continuous trait for minimum and maximum elevation ranges. kappa (κ) = 0 (punctuational evolution), (κ) = 1 (gradual evolution); delta (δ) < 1 (early rapid evolution followed by slow down), (δ) > 1 (accelerating evolution with time); lambda (λ) = 1 (Brownian motion evolution), (λ) = 0 (Independent evolution). In each case, the best model is indicated in bold
| Model | Log lkd | Parameters | AIC | ∆AIC | Scaling parameter |
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| (κ) = 0 | −406.55 | 2 | 817.09 | 11.68 | 0 |
| (κ) = estimated | −400.69 | 3 | 807.37 | 2 | 0.95 |
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| (δ) = 0 | −451.62 | 2 | 907.24 | 101.83 | 0 |
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| (λ) = 0 | −424.35 | 2 | 852.70 | 47.29 | 0 |
| (λ) = estimated | −400.71 | 3 | 807.41 | 2 | 1 |
| Maximum elevation range | |||||
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| (κ) = 0 | −410.83 | 2 | 825.65 | 7.10 | 0 |
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| (δ) = 0 | −440 | 2 | 884 | 65.45 | 0 |
| (δ) = estimated | −407.27 | 3 | 820.54 | 2 | 1.04 |
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| (λ) = 0 | −427.66 | 2 | 859.33 | 40.78 | 0 |
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