| Literature DB >> 22852794 |
Bjarte H Jordal1, Anthony I Cognato.
Abstract
BACKGROUND: Fungus farming is an unusual life style in insects that has evolved many times in the wood boring weevils named 'ambrosia beetles'. Multiple occurrences of this behaviour allow for a detailed comparison of the different origins of fungus farming through time, its directionality, and possible ancestral states. We tested these hypotheses with a phylogeny representing the largest data set to date, nearly 4 kb of nucleotides from COI, EF-1α, CAD, ArgK, 28S, and 200 scolytine taxa.Entities:
Mesh:
Year: 2012 PMID: 22852794 PMCID: PMC3514184 DOI: 10.1186/1471-2148-12-133
Source DB: PubMed Journal: BMC Evol Biol ISSN: 1471-2148 Impact factor: 3.260
Figure 1Molecular phylogeny of Scolytinae. Topology based on Bayesian analysis of 3,694 nucleotides from five unlinked gene fragments, using seven unlinked data partitions (mtDNA positions 1, 2, and 3, nucDNA protein encoding gene positions 1, 2, and 3, 28S rRNA). Posterior probability marked on nodes by ** = 100, * = > 95. Obligate fungus farming is marked in blue, with blue hatch mark signifying ambrosia symbiosis in a single species. Red dots indicate the inferred origin of regular sibling mating.
Estimates of clade ages
| | ||||
|---|---|---|---|---|
| 20,29 (14-27) | 33,78 (40-56) | 23.75 (15-34) | 36.49 (27-45) | |
| 33,40 (22-45) | 35,88 (24-47) | 34.94 (22-47) | 38.41 (24-50) | |
| Corthylina | 48,03 (40-56) | 50,33 (40-56) | 49.62 (41-58) | 52.61 (43-61) |
| Hyorrhynchini | - | 69,78 (53-82) | - | 71.62 (57-86) |
| <1 | - | <1 | - | |
| 8,10 (5-12) | 35,10 (27-45) | 8.02 (5-12) | 37.18 (28-46) | |
| <1 | - | <1 | - | |
| 35,25 (28-44) | 53,22 (45-62) | 36.60 (28-46) | 55.74 (47-66) | |
| Xyleborini | 21,07 (17-25) | 23,22 (19-28) | 21.02 (17-25) | 23.05 (19-28) |
| Xyloterini | 40,58 (32-50) | 68,26 (61-76) | 41.90 (33-51) | 70.36 (61-79) |
Crown (min) and stem (max) ages were estimated from Beast analyses of all nucleotides, using (A) two fossil calibrations with oldest Scolytinae set to 100 Ma, and (B) three fossil calibrations with oldest Scolytinae set to 120 Ma (95% confidence intervals in brackets).
Figure 2Dates of origins of key evolutionary traits in Scolytinae. Age of gregarious larval feeding (G), regular inbreeding by sibling mating (thin line), and ambrosia fungus feeding (grey box) in Scolytinae, based on crown ages as estimated in Beast (Analysis A). Stippled line and light grey indicate uncertainties associated with the lack of observations (Bothrosternini) or lack of phylogenetic sampling (Hyorrhynchini). Only those larvae that move freely and feed gregariously are considered truly ‘gregarious.’ Above, the Zachos curve showing variation in global temperature, and the posterior 95% distribution of crown age for Corthylina, Xyloterini, Scolytoplatypus, Camptocerus, Xyleborini, and the Bothrosternus-Eupagiocerus clade.
Sister group contrasts of the fungus farming clade and its inferred closest relative
| Corthylina | 300 | bark and leafstalks | ||
| 30 | bark | |||
| 16 | pith, bark | |||
| Xyleborini | 120 | Bark, seed and leafstalks | ||
| Xyloterini | 24 | bark and leafstalks | ||
| 15 | bark | |||
| Hyorrhynchini | 15 | bark | ||
| 25 | bark and leafstalks | |||
| 1 | bark, seed and leafstalks | |||
| 1 | bark and leafstalks |
Species numbers are from Wood & Bright [25]; the most diverse lineage is indicated in bold.
Correlation of fungus farming, gregariousness and regular inbreeding
| Fungus farming – gregarious | 4.74 | 0.12 | 0.195 | 0.182 | 0.001 | |
| Gregarious – fungus farming | 4.48 | 0.12 | 0.115 | 0.178 | 0.001 | |
| Fungus farming – inbreeding | 10.12 | 0.07 | 0.111 | 0.098 | 0.249 | |
| Inbreeding – fungus farming | 10.11 | 0.06 | 0.098 | 0.111 | 0.248 | |
| Gregarious – inbreeding | 11.17 | 0.05* | 0.114 | 0.093 | 0.163 | |
| Inbreeding – gregarious | 12.23 | 0.02* | 0.097 | 0.172 | 0.520 |
Based on Pagel’s [26] test of independence between traits (100 simulations, 20 ML attempts). If Q13 is higher than Q12, X is more likely to evolve first, if Q34 is higher than Q12 then Y is more likely to depend on X, if Q24 is higher than Q13, then X is more likely to depend on Y; transition rates > 1 marked in bold.