| Literature DB >> 20862282 |
Joseph W Brown1, Ulf Sorhannus.
Abstract
BACKGROUND: Stramenopiles constitute a large and diverse eukaryotic clade that is currently poorly characterized from both phylogenetic and temporal perspectives at deeper taxonomic levels. To better understand this group, and in particular the photosynthetic stramenopiles (Ochrophyta), we analyzed sequence data from 135 taxa representing most major lineages. Our analytical approach utilized several recently developed methods that more realistically model the temporal evolutionary process. METHODOLOGY/PRINCIPALEntities:
Mesh:
Year: 2010 PMID: 20862282 PMCID: PMC2940848 DOI: 10.1371/journal.pone.0012759
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Temporal calibration constraints used in the divergence time analyses.
| Higher taxon | Constrained node | Age (Ma) | Prior | References |
| Bacillariophyceae |
| 3.6–2.7 | N(3.15, 0.3) |
|
|
| 3.6–2.7 | N(3.15, 0.3) |
| |
|
| 3.6–2.7 | N(3.15, 0.3) |
| |
|
| 93–90 | N(91.5, 0.8) |
| |
|
| Ca. 100 | 1) E(6.0, 100); 2) LN(2.5, 0.5, 100) |
| |
|
| Ca. 100 | 1) E(4.0, 100); 2) LN(2.0, 0.75, 100) |
| |
| Dictyochophyceae |
| 3.6–2.7 | N(3.15, 0.3) |
|
| Synurophyceae |
| Ca. 49–40 | 1) E(1.0, 49); 2) LN(2.0, 0.5, 49) |
|
| Haptophyta |
| Ca. 24–16 | 1) E(1.0, 24.0); 2) LN(2.0, 0.5, 24) |
|
|
| Ca. 32 | 1) E(1.0, 32); 2) LN(2.0. 0.5, 32) |
| |
|
| Ca. 65 | 1) E(1.0, 65); 2) LN(2.0, 0.5, 65) |
| |
|
| Ca. 220–204 | 1) E(4.0, 220); 2) LN(2.0, 0.75, 220) |
| |
| Dinophyceae |
| Ca. 145 | 1) E(4.0, 145); 2) LN(2.0, 0.75, 145) |
|
| Peridiniales, | Ca.190 | 1) E(4.0, 190); 2) LN(2.0, 0.75, 190) |
| |
| Root | (Rhodophyta, Viridaeplantae), Ingroup | 1630–1160 | U(1630–1160) |
|
Calibrated node corresponds to the most recent common ancestral node of the listed taxa (see Fig. 1 for position of calibrated nodes). UK = United Kingdom; CALIF = California; ATL = Atlantic Ocean; IND = Indonesia; PAC = Pacific Ocean; DEN = Denmark; JAP = Japan.
Fossil or molecular estimates taken from the literature. Ma = millions of years ago.
Priors used for temporal constraints. N = Normal(mean, standard deviation); E = Exponential(mean, offset); LN = Lognormal(mean, standard deviation, offset). Two analyses were performed: 1) the majority of temporal constraint priors were exponentially-distributed, and 2) those same nodes were instead described by lognormal priors; the remaining constraint priors (U and N) were not altered across analyses. See text for explanation.
Closure of the Panamanian Isthmus.
Rhizosolenia-Corethron divergence are based on the estimated time of the abrupt increase in the C25 HBI alkene.
First appearance of the genus Coscinodiscus in the fossil record.
First appearance of the genus Melosira in the fossil record.
First appearance of Synura uvella and Mallomonas insignis in the fossil record.
First appearance of the genus Coccolithus in the fossil record.
The origin of haptophyte calcification.
Dates from fossil events in linearized tree [104].
Inferred molecular divergence between (Rhodophyta, Viridaeplantae) and the ingroup [46]. Also supported by the fossil Bangiomorpha [45].
Figure 1Consensus tree inferred from the Bayesian joint rate- and pattern-heterogeneity model.
Consensus tree inferred from the Bayesian joint rate- and pattern-heterogeneity model [31], [32]. Numbers next to each node indicate inferred posterior clade probabilities. Red branches indicate those lineages inferred to having a greater than a 50% probability of having two distinct lengths in the posterior sample. The scale bar shows the expected number of substitutions per site. Blue circles indicate nodes with explicit temporal constraints (see Table 1).
Figure 2Maximum clade credibility chronogram.
Maximum clade credibility chronogram derived from the summary of post-burnin samples from six independent BEAST analyses utilizing an uncorrelated lognormal relaxed clock model and lognormal temporal constraint priors (see text for explanation). Nodes are plotted as mean divergence time estimates (Ma), and blue horizontal bars represent 95% posterior credible intervals. Numbers in the tree diagram indicate posterior clade probabilities, with red circles representing nodes with posterior probability equal to 1.0. Green letters indentify major nodes whose age estimates across analyses are provided in Table 2. For legibility, major classes are collapsed and subsequent outgroups are not shown.
Estimated divergence times (Ma) among the major photosynthetic heterokont lineages.
| Exponential age priors | Lognormal age priors | ||||||
| Node | Cladogenetic event | Prior age | Posterior age | P(clade) | Prior age | Posterior age | P(clade) |
| A | stem origin Ochrophyta | 874 (1262,490) | 543 (705,396) | 1.0 | 885 (1272,511) | 564 (719,414) | 1.0 |
| B | stem origin (Bolidophyceae+Bacillariophyceae) | 767 (1124,428) | 486 (619,359) | 0.99 | 780 (1142,446) | 506 (638,375) | 0.99 |
| C | Bolidophyceae vs. Bacillariophyceae | 559 (905,256) | 353 (473,238) | 1.0 | 572 (913,263) | 370 (494,250) | 1.0 |
| D | stem origin (Dictyochophyceae+Pelagophyceae) | 668 (1000,364) | 428 (543,322) | 1.0 | 683 (1009,379) | 447 (560,333) | 1.0 |
| E | Dictyochophyceae vs. Pelagophyceae | 432 (757,131) | 382 (506,270) | 0.93 | 443 (764,132) | 397 (515,272) | 0.94 |
| F | (Eust., Synch., Chrys.-Synur.) vs. more recent ochrophytes | 583 (888,313) | 398 (506,297) | 0.94 | 597 (900,327) | 416 (523,313) | 0.95 |
| G | stem origin Eustigmatophyceae | 451 (724,195) | 349 (459,250) | 0.93 | 466 (745,212) | 363 (467,254) | 0.93 |
| H | stem origin Synchromophyceae | 342 (581,127) | 268 (361,177) | 1.0 | 356 (598,139) | 279 (373,188) | 1.0 |
| I | stem origin Pinguiophyceae | 488 (765,239) | 371 (474,275) | 0.87 | 502 (781,257) | 389 (499,291) | 0.87 |
| J | stem origin Raphidophyceae | 415 (658,189) | 341 (439,248) | 1.0 | 428 (677,205) | 358 (456,262) | 1.0 |
| K | stem origin | 353 (572,153) | 294 (382,215) | 1.0 | 365 (590,168) | 309 (397,223) | 1.0 |
| L | (Xanthophyceae+RT) vs. (Phaeothamniophyceae+RT) | 305 (502,130) | 265 (346,194) | 0.98 | 316 (514,137) | 279 (361,202) | 0.98 |
| M | (Phaeoth., Aur.) vs. (Schiz., Phaeoph.) | 232 (402,74) | 229 (299,161) | 0.99 | 242 (419,84) | 241(321,172) | 0.99 |
| N | Schizocladiophyceae vs. Phaeophyceae | 172 (321,46) | 186 (253,124) | 1.0 | 180 (332,50) | 196 (267,131) | 1.0 |
| O | stem origin Xanthophyceae | 246 (422,93) | 222 (302,151) | 0.99 | 257 (435,98) | 233 (313,155) | 0.99 |
| P | Chrysomerophyceae vs. | 76 (221,1) | 68 (131,20) | 1.0 | 80 (230,1) | 72 (137,20) | 1.0 |
| Q | Phaeothamniophyceae vs. Aurearenophyceae | 106 (247,2) | 171 (251,99) | 1.0 | 113 (261,2) | 181 (263,102) | 1.0 |
Labels correspond to those presented in Fig. 2.
RT = related taxa; Eust. = Eustigmatophyceae; Synch = Synchromophyceae; Chrys.-Synur. = Chrysophyceae-Synurophyceae; Phaeoth. = Phaeothamniophyceae; Aur. = Aurearenophyceae; Schiz. = Schizocladiophyceae; Phaeoph. = Phaeophyceae.
Mean divergence times (95% credible intervals) derived from 2 replicates of 5×108 generation analyses exploring only joint-prior space (i.e. no data). See text for explanation.
Mean divergence times (95% credible intervals) derived from 6 replicates of 107 generation analyses.
Posterior clade probabilities over all post-burnin trees across replicate analyses.