| Literature DB >> 17257412 |
Michael J McLeish1, Thomas W Chapman, Michael P Schwarz.
Abstract
BACKGROUND: Insects that feed on plants contribute greatly to the generation of biodiversity. Hypotheses explaining rate increases in phytophagous insect diversification and mechanisms driving speciation in such specialists remain vexing despite considerable attention. The proliferation of plant-feeding insects and their hosts are expected to broadly parallel one another where climate change over geological timescales imposes consequences for the diversification of flora and fauna via habitat modification. This work uses a phylogenetic approach to investigate the premise that the aridification of Australia, and subsequent expansion and modification of arid-adapted host flora, has implications for the diversification of insects that specialise on them.Entities:
Mesh:
Year: 2007 PMID: 17257412 PMCID: PMC1796849 DOI: 10.1186/1741-7007-5-3
Source DB: PubMed Journal: BMC Biol ISSN: 1741-7007 Impact factor: 7.431
Figure 1Bayesian Consensus phylogram. Posterior probabilities (100% probabilities not indicated) and mean branch lengths are derived from 3,000 trees taken from a sample of 5 million generations, sampling every 500th generation. Six separately modeled partitions comprising 1st, 2nd, and 3rd COI codons and separate EF-1α, wingless, and 16S sites were used to generate branch lengths not significantly different from zero derived from likelihood ratio tests of different gene partitions. Green dots indicate 6/6 partitions with branch lengths not significantly different from zero, red dots indicate 5/6 partitions, and yellow dots indicate 4/6 partitions. The intermediate sized open circles indicate branch lengths not significantly different from zero when the data was not partitioned. The large open circle shows the branch where a significant diversification rate change was detected. Abbreviations for Acacia host races are as follows: A. ammophila (amm), A. ancistrophylla (anc), A. cana (can), A. enervia (ene), A. loderi (lod), A. maranoensis (mar), A. melvillei (mel), A. microcephala (mcp), A. microsperma (msp), A. omalophylla (oma), A. oswaldii (osw), A. papyrocarpa (pap), A. pendula (pen) and A. tephrina (tep).
Figure 2A penalised likelihood chronogram of our Bayesian consensus tree. The dark tan coloured branche indicates an ancestral affiliation with those of host section Phyllodinae; tan coloured branches indicate Juliflorae ancestral host affiliation; and green coloured branches indicate Plurinerves ancestral host affiliation. Red node circles show constrained calibration points between 10–15 mya and 2–5 mya. The coloured boxes indicate the K. rugosus and K. waterhousei species complexes. The time scale is in millions of years ago (mya).
Figure 3Lineage by time diversification plot. The plot shows differential rates of gall-thrips diversification that specialise on either Plurinerves (red line) or Juliflorae (grey line). The gold rectangle indicates the Quaternary period and a dotted line that indicates the inferred host switch to a Plurinerves ancestor. Lineage frequencies were counted using the Penalised Likelihood chronogram (Figure 2).
Figure 4Distribution ranges' of different Acacia species are show by various overlapping outlined areas. Simplified from Maslin [48].
Penalised likelihood estimates of root node and internal node using our Bayesian consensus phylogram.
| Calibration Points (myr) | Smoothing value | Root age | Internal age |
| Root: 25 | 14.454 | 25.00 | 8.97 |
| Root: 15 | 15.849 | 15.00 | 5.31 |
| Root: 10–15 | 13.183 | 10.01 | 3.61 |
| Internal: 5 | 69.183 | 13.66 | 5.00 |
| Internal: 2–5 | 6.918 | 9.31 | 3.38 |
The internal node corresponds to the most recent common ancestor of the K. rugosus species complex. Ages are in units of millions of years (myr). Rate smoothing values were calculated using a cross validation method implemented in Sanderson's r8s program [83].