| Literature DB >> 17426809 |
Jesús Gómez-Zurita1, Toby Hunt, Fatos Kopliku, Alfried P Vogler.
Abstract
BACKGROUND: The great diversity of the "Phytophaga" (weevils, longhorn beetles and leaf beetles) has been attributed to their co-radiation with the angiosperms based on matching age estimates for both groups, but phylogenetic information and molecular clock calibrations remain insufficient for this conclusion.Entities:
Mesh:
Year: 2007 PMID: 17426809 PMCID: PMC1832224 DOI: 10.1371/journal.pone.0000360
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Figure 1Most parsimonious tree for the Chrysomelidae based on rrnL, SSU and LSU ribosomal markers from direct optimization [44] under equal weighting (10,105 steps). Numbers above branches represent parsimony bootstrap support values above 50% using a matrix excluding all gapped positions and maximum likelihood boostrap support above 50%. Clades mentioned in the text are highlighted.
Figure 2Maximum likelihood tree constrained for a molecular clock. This tree topology was obtained implementing a GTR+G+I evolutionary model in PHYML. The nodes used to calibrate the tree based on a sagrine-like fossil (72 Mya) and the vicariance of Timarchini (48 Mya) are marked with an asterisk. The average node age from both calibrations differs only slightly (5.4 My at the Chrysomelidae nodes) and hence the mean of both values was used for the figure. A gray bar represents the combined confidence interval from character resampling based on these two calibration points for several key nodes. Nodes for taxonomic groups of interest are labelled using the same key as in Figure 1.
Summary of tree statistics and major phylogenetic findings in the simultaneous analyses of ribosomal data of Chrysomelidae using parsimony (Direct Optimization, DO) and maximum likelihood (ML) tree reconstructions.
| DO | BLAST (ML) | |
|
| ||
| Aligned sites | 4579 | 3304 |
| Variable sites | 2648 (484) | 1357 (409) |
| Informative sites | 1279 (331) | 921 (266) |
| parsimony tree length | 10105 | [10467] |
| likelihood score | [45699.7872] | 35041.1587 |
| CI | 0.332 | [0.158] |
| RI | 0.607 | [0.484] |
|
| ||
| Chrysomelidae | M (sister to Orsodacnidae) | M (sister to Cerambycidae) |
| ‘sagrines’ (Don+Cri+Bru) | M | M (incl. Syn) |
| ‘chrysomelines’+‘eumolpines’ | M | M |
| ‘eumolpines’ (Spi+Eum+Cry+Cas) | M (incl. Syn) | M |
| Cassidinae s.l./s.str. | M/M | M/Po |
| ‘chrysomelines’ (Tim+Chr+Gal) | M | M |
| Tim+Chr | Pa | Pa |
| monocot feeding Chrysomelidae | Po | Po |
Excluding gapped sites in brackets.
Optimized under parsimony in PAUP*, for comparative purposes only.
Optimized with PAUP* implementing the GTR+I+G model, for comparative purposes only.
M: monophyletic; Pa: paraphyletic; Po: polyphyletic.
The Cassidinae s.l. includes hispines (paraphyletic in our analyses) and cassidines.
Subfamily abbreviations: Don-Donaciinae, Cri-Criocerinae, Bru-Bruchinae, Syn-Synetinae, Spi-Spilopyrinae, Eum-Eumolpinae, Cry-Cryptocephalinae, Cas-Cassidinae, Tim-Timarchinae, Chr-Chrysomelinae, Gal-Galerucinae.
Dated events in the evolution of the Chrysomelidae using various calibration points for dating the phylogram in Figure 2.
| Biogeography (48 Mya) | “sagrine” fossil (72 Mya) | feeding traces (52 Mya) | feeding traces (65 Mya, low) | feeding traces (65 Mya, high) | |||||||
| Lineage | Node | Age (Mya) | 94% confidence interval | Age (Mya) | 94% confidence interval | Age (Mya) | 94% confidence interval | Age (Mya) | 94% confidence interval | Age (Mya) | 94% confidence interval |
| Chrysomelidae | A | 73.2 | 63.1–84.8 | 79.2 | 74.4–86.1 | 89.0 | 78.4–100.9 | 77.5 | 73.7–83.5 | 111.3 | 97.9–126.1 |
| ‘sagrine’ clade | B | 66.5 | 56.8–75.9 | 72.0 | - | 80.9 | 70.7–92.5 | 70.4 | 63.5–77.5 | 101.2 | 88.4–115.7 |
| ‘chrysomeline’+‘eumolpine’ clades | F | 71.5 | 61.8–82.4 | 77.3 | 74.3–89.6 | 86.9 | 76.2–98.7 | 75.6 | 72.5–80.5 | 108.6 | 95.3–123.4 |
| ‘eumolpine’ clade | G | 67.3 | 57.0–79.1 | 72.7 | 72.6–84.3 | 81.7 | 71.7–92.5 | 71.1 | 68.4–75.7 | 102.2 | 89.6–115.7 |
| Cassidinae s.l. | N | 42.8 | 35.4–51.7 | 46.3 | 40.5–53.0 | 52.0 | - | 45.3 | 40.7–51.1 | 65.0 | - |
| oldest Cassidinae s.str. | O+O' | 35.6 | 30.5–47.8 | 42.5 | 36.4–50.0 | 47.7 | 42.1–52.0 | 41.5 | 36.5–46.4 | 59.6 | 52.6–65.0 |
| ‘chrysomeline’ clade | P | 68.5 | 58.8–78.0 | 74.2 | 67.8–80.6 | 83.4 | 73.1–96.6 | 72.6 | 67.3–79.5 | 104.3 | 91.4–120.7 |
| North Atlantic vicariance | Q | 48.0 | - | 51.5 | 45.2–60.3 | 57.9 | 47.8–70.0 | 50.4 | 44.3–60.0 | 72.4 | 59.8–87.5 |
The age corresponds to the most recent common ancestor of the corresponding crown group. For the 65 Myo feeding traces the entire dating interval is given. For additional dated nodes and intervals see Table S1.
Figure 3Dating the origin of Chrysomelidae under various absolute age calibrations. (a) Linearized tree with branch lengths proportional to substitution rate used to estimate the age of the Chrysomelidae. The uncertainty of fossil placements along the branches leading to a dated crown group is represented by the intervals (1, 2) (white: sagrine-like fossil; black: hispine-like feeding traces); the biogeographical event (“B” in gray circle) represents a maximum age for the vicariant split. Black triangles along branches represent the approximate placement of fossils known for each leaf beetle subfamily (all Eocenic or younger; Quaternary fossils excluded). (b) Inferred ages and 94% confidence intervals for the Chrysomelidae. The origin of Chrysomelidae is defined by the first separation of basal lineages within the Chrysomelidae (minimum age; gray square) and the node separating Chrysomelidae from other Chrysomeloidea (maximum age; black square). These node ages (y-axis) were estimated with each of the three calibration points from dated fossils and biogeography. The precise age of the calibration points (x-axis) is affected by uncertainty regarding their placement along the branch defining the crown group, bracketed by the interval (1, 2), and therefore a range of dates on the y-axis (origin of Chrysomelidae) is given for the upper and lower bounds of the calibrations. These calibration points each have a confidence interval from character resampling shown by error bars. The tree in (a) was scaled to match the minimum possible root age according to the analysis in (b), i.e. the lower boundary of the confidence interval using the biogeographical calibration.