| Literature DB >> 32617259 |
Jing Li1,2,3, Li-Hong Han4, Xiao-Bin Liu1,2, Zhi-Wei Zhao3, Zhu L Yang1,2.
Abstract
The Pleurotus ostreatus species complex is saprotrophic and of significant economic and ecological importance. However, species delimitation has long been problematic because of phenotypic plasticity and morphological stasis. In addition, the evolutionary history is poorly understood due to limited sampling and insufficient gene fragments employed for phylogenetic analyses. Comprehensive sampling from Asia, Europe, North and South America and Africa was used to run phylogenetic analyses of the P. ostreatus species complex based on 40 nuclear single-copy orthologous genes using maximum likelihood and Bayesian inference analyses. Here, we present a robust phylogeny of the P. ostreatus species complex, fully resolved from the deepest nodes to species level. The P. ostreatus species complex was strongly supported as monophyletic, and 20 phylogenetic species were recognized, with seven putatively new species. Data from our molecular clock analyses suggested that divergence of the genus Pleurotus probably occurred in the late Jurassic, while the most recent common ancestor of the P. ostreatus species complex diversified about 39 Ma in East Asia. Species of the P. ostreatus complex might migrate from the East Asia into North America across the North Atlantic Land Bridge or the Bering Land Bridge at different times during the late Oligocene, late Miocene and late Pliocene, and then diversified in the Old and New Worlds simultaneously through multiple dispersal and vicariance events. The dispersal from East Asia to South America in the middle Oligocene was probably achieved by a long-distance dispersal event. Intensification of aridity and climate cooling events in the late Miocene and Quaternary glacial cycling probably had a significant influence on diversification patterns of the complex. The disjunctions among East Asia, Europe, North America and Africa within Clade IIc are hypothesized to be a result of allopatric speciation. Substrate transitions to Apiaceae probably occurred no earlier than 6 Ma. Biogeographic analyses suggested that the global cooling of the late Eocene, intensification of aridity caused by rapid uplift of the QTP and retreat of the Tethys Sea in the late Miocene, climate cooling events in Quaternary glacial cycling, and substrate transitions have contributed jointly to diversification of the species complex.Entities:
Keywords: Diversification; East Asian origin; Illumina MiSeq; Molecular phylogeny; Saprotrophic mushrooms; Species recognition
Year: 2020 PMID: 32617259 PMCID: PMC7325090 DOI: 10.1186/s43008-020-00031-1
Source DB: PubMed Journal: IMA Fungus ISSN: 2210-6340 Impact factor: 3.515
List of specimens used to infer the phylogeny of Pleurotus ostreatus species complex
| Taxon | Specimen | Locality | Substrate | GenBank accession numbers | |
|---|---|---|---|---|---|
| ITS | |||||
| HKAS81197a | Yunnan, China | MN546043 | MT138447 | ||
| HKAS89521a | Sichuan, China | MN546039 | – | ||
| HKAS89541 | Gansu, China | MN546040 | MT138444 | ||
| CBS119924a | Argentina | MN546041 | MT138443 | ||
| HKAS93365 | Jilin, China | hardwood | MN546044 | MT138448 | |
| HKAS94429 | Jilin, China | – | MT138449 | ||
| HKAS106470 | Hunan, China | – | MN546042 | MT138446 | |
| HKAS97644 | Yunnan, China | – | – | MT138445 | |
| HKAS94069 | Sri Lanka | – | KX061789 | – | |
| HKAS94070 | Sri Lanka | – | MN546045 | – | |
| HKAS94448 | Finland | – | MN546046 | – | |
| PN13a | Italy | KF743831 | MT138430 | ||
| CCMSSC00692 | Spain | KX836357 | KX870362 | ||
| CCMSSC00467a | Italy | – | MT138431 | ||
| CCMSSC04223a | Italy | KU612927 | MH374115 | ||
| CCMSSC00647 | Netherlands | KU612924 | MH473116 | ||
| CCMSSC03175a | Xinjiang, China | KU612920 | MH374117 | ||
| CCMSSC03217 | Xinjiang, China | KU612916 | – | ||
| HIK133a | Italy | KF743826 | – | ||
| HIK127a | Armenia | HM998828 | – | ||
| CCMSSC04220a | Netherlands | KU612942 | – | ||
| CCMSSC00646 | Netherlands | KU612943 | KX870371 | ||
| CBS102543 | Mexico | – | MN546047 | MT138450 | |
| HKAS84903a | Germany | KP867913 | KP867874 | ||
| CCMSSC00338 | Germany | KX836103 | KX870204 | ||
| HKAS93337 | France | – | MT138429 | ||
| HKAS94410a | Tibet, China | – | KX836665 | – | |
| HKAS57781 | Yunnan, China | KR827694 | KR827698 | ||
| YAASM3153 | Yunnan, China | – | – | KX870444 | |
| YAASM2083 | Yunnan, China | – | – | KX870443 | |
| CBS109622a | USA | – | MN546031 | MT138442 | |
| CBS666.85 | Canada | MN546032 | MT138441 | ||
| HKAS56524a | Germany | MN546036 | – | ||
| CCMSSC00500 | Greece | – | KU612947 | MT138435 | |
| CCMSSC03105a | Xinjiang, China | KU612906 | MH374113 | ||
| CCMSSC03212 | Xinjiang, China | KU612908 | MH374112 | ||
| HKAS106471(Kejia1) | Hebei, China | – | KX836252 | KX870271 | |
| HKAS106472(Pinggu2026) a | Hebei, China | – | KX836264 | KX870223 | |
| CCMSSC00324a | Japan | – | KX836142 | KX870232 | |
| HKAS106473(YAASM2072) a | Yunnan, China | KX836134 | KX870243 | ||
| HKAS93372 | USA | MN546030 | MT138434 | ||
| HKAS106474(ZP742) a | Canada | – | KX836193 | KX870345 | |
| CBS195.92 | USA | – | MN546028 | MT138433 | |
| CCMSSC00346a | Jilin, China | – | MN546029 | MT138432 | |
| HKAS92312a | Hubei, China | Fagaceae | KX836303 | KX870433 | |
| HKAS91310 | Jilin, China | Fagaceae | KX836300 | KX870384 | |
| HKAS94322a | Canada | – | MN546037 | MT138439 | |
| HKAS94336 | Canada | – | MN546038 | MT138440 | |
| HKAS94249a | Benin | MN546033 | MT138437 | ||
| HKAS94228 | Benin | MN546034 | MT138436 | ||
| HKAS93854 | Benin | MN546035 | MT138438 | ||
| HKAS74040 | Yunnan, China | – | KY426797 | – | |
| HKAS90443 | Yunnan, China | – | MN546048 | – | |
Samples used for diversification analyses and ancestral state reconstruction are labeled with a
Fig. 1Phylogenetic tree generated from a forty-locus dataset. The branch support values are indicated by the numbers above the branches (MLB ≥ 70%, BPP ≥ 0.95). The P. ostreatus species complex is marked on the right of the phylogenetic tree, three major clades and seven subclades are in the black frames. Every phylogenetic species in Clades IIc, IIIb and IIIc is marked with different colors. The line-drawings of substrate plants and seeds are from Flora of China and Google. Table 1 includes the details of reference collections for all species
Fig. 2Maximum clade credible tree of Pleurotus ostreatus species complex based on Dataset IV. The chronogram was obtained using the Ascomycota-Basidiomycota divergence time of 582.5 Ma as the calibration point. Nodes are posterior mean ages (Ma) with blue node bars representing 95% highest posterior density intervals. The calibration point and object of this study are marked in the chronogram. The numbers at nodes indicate the important divergence events. Different orders of fungi included in the BEAST analysis are indicated by different colors used for the species names
Estimated node ages and 95% HPD (Ma)
| Clade lable for crown nodes | Node | Median age | 95% HPD | Posterior Probability |
|---|---|---|---|---|
| Ascomcota/Basidiomycota | 1 | 591 | 529–653 | 1 |
| Ascomcota | 2 | 280 | 237–325 | 1 |
| Pucciniomycotina/Basidiomycota | 3 | 492 | 437–546 | 1 |
| Dacrymycetes/Agaricomycetes | 4 | 398 | 357–442 | 1 |
| Dacrymycetes | 5 | 143 | 117–169 | 1 |
| Auriculariales/Agaricomycetes | 6 | 368 | 330–408 | 1 |
| Gomphales-Hysterangiales/Agaricomycetes | 7 | 340 | 305–376 | 1 |
| Gomphales-Hysterangiales | 8 | 152 | 128–178 | 1 |
| Russulales-Hymenochaetales-Polyporales/Agaricales-Boletales | 9 | 315 | 283–349 | 1 |
| Russulales | 10 | 241 | 209–275 | 1 |
| Hymenochaetales-Polyporales | 11 | 311 | 279–344 | 1 |
| Hymenochaetales | 12 | 296 | 264–329 | 1 |
| Boletales/Agaricales | 13 | 301 | 271–334 | 1 |
| Boletales | 14 | 224 | 196–253 | 1 |
| Agaricales | 15 | 289 | 259–320 | 1 |
| 16 | 272 | 244–302 | 1 | |
| 17 | 261 | 234–290 | 1 | |
| 18 | 248 | 219–276 | 1 | |
| 19 | 256 | 230–284 | 1 | |
| 20 | 255 | 228–282 | 1 | |
| 21 | 246 | 220–273 | 1 | |
| 22 | 244 | 218–270 | 1 | |
| 23 | 201 | 179–224 | 1 | |
| 24 | 158 | 132–185 | 1 | |
| 25 | 153 | 135–171 | 1 | |
| 26 | 39 | 33–44 | 1 | |
| 27 | 32 | 27–35 | 1 | |
| 28 | 28 | 24–32 | 1 | |
| 29 | 29 | 24–32 | 1 |
Fig. 3Chronogram of Pleurotus ostreatus species complex. The time-scale is set to the mean divergence dates produced in BEAST. Numbered nodes refer to mean divergence dates and their 95% HPD provide in Table 3. Small colored boxes indicate coded character states. a Ancestral area reconstruction with pie charts colored according to area. The green curve represents global temperature change in the geological history according to Zachos et al. (2001). b The area division and inferred dispersal route of P. ostreatus species complex. c A phylotate plot for distinct net diversification rates by mapping colors to rates on all branches, and 95% credible set of macroevolutionary shift configurations identified based on branch-specific marginal odds ratios. d Macroevolutionary cohort analysis with pairwise probabilities. e Plots of net diversification rates through time for lineages with 95% credible interval. f LTT plots from 95% HPD trees and a consensus tree annotated from the BEAST analysis
Divergence time estimates of BEAST analyses for major nodes of Pleurotus ostreatus species complex
| Node | Mean(95% HPD) Ma | Results of ancestral area reconstruction Area/RP | |
|---|---|---|---|
| BBM | DEC | ||
| 26 | 39 (33–44) | A/0.99 | A/0.35 |
| NA/0.01 | AC/0.16 | ||
| AD/0.15 | |||
| AE/0.13 | |||
| AF/0.11 | |||
| AB/0.10 | |||
| 27 | 32 (27–35) | A/0.97 | A/0.67 |
| NA/0.03 | AC/0.12 | ||
| AD/0.11 | |||
| AE/0.10 | |||
| 28 | 28 (24–32) | A/0.89 | A/0.84 |
| AC/0.06 | AC/0.16 | ||
| NA/0.05 | |||
| 29 | 29 (24–32) | A/0.92 | A/0.73 |
| NA/0.08 | AE/0.17 | ||
| AD/0.10 | |||
| 30 | 25 (8–31) | A/0.96 | A/0.60 |
| NA/0.04 | AC/0.29 | ||
| C/0.11 | |||
| 31 | 8 (6–11) | A/0.88 | AD/0.33 |
| NA/0.12 | AF/0.31 | ||
| AC/0.13 | |||
| CD/0.10 | |||
| CF/0.09 | |||
| NA/0.04 | |||
| 32 | 7 (5–10) | A/0.81 | AC/0.48 |
| C/0.12 | A/0.40 | ||
| NA/0.07 | C/0.12 | ||
| 33 | 7 (5–11) | A/0.32 | D/0.32 |
| D/0.31 | F/0.30 | ||
| F/0.23 | DF/0.11 | ||
| C/0.05 | A/0.08 | ||
| NA/0.09 | AD/0.07 | ||
| AF/0.07 | |||
| C/0.05 | |||
| 34 | 11 (9–14) | A/0.96 | AD/0.59 |
| NA/0.04 | A/0.41 | ||
| 35 | 3 (2–4) | A/0.95 | AC/1.0 |
| NA/0.05 | |||
| 36 | 9 (8–11) | A/0.96 | A/0.67 |
| NA/0.04 | AD/0.22 | ||
| AC/0.11 | |||
| 37 | 6 (4–8) | A/0.93 | AD/0.66 |
| NA/0.07 | A/0.34 | ||
| 38 | 4 (2–6) | A/0.99 | A/1.0 |
| NA/0.01 | |||
| 39 | 2 (1–4) | A/0.99 | A/1.0 |
| NA/0.01 | |||
| 40 | 6 (5–8) | A/0.95 | AD/1.0 |
| NA/0.05 | |||
| 41 | 4 (2–7) | D/0.83 | BD/0.63 |
| B/0.08 | D/0.37 | ||
| NA/0.09 | |||
| 42 | 5 (4–6) | D/0.83 | D/1.0 |
| A/0.09 | |||
| AD/0.06 | |||
| NA/0.02 | |||
| 43 | 5 (4–7) | D/0.99 | D/1.0 |
| NA/0.01 | |||
| 44 | 3 (2–4) | D/0.99 | D/0.87 |
| NA/0.01 | AD/0.13 | ||
| 45 | 2 (2–4) | D/0.99 | D/0.78 |
| NA/0.01 | AD/0.22 | ||
| 46 | 2 (1–3) | D/0.98 | AD/0.81 |
| NA/0.02 | D/0.19 | ||
RP represents relative probability