| Literature DB >> 27551029 |
Rafael Rubio de Casas1,2,3, Mark E Mort4, Douglas E Soltis5,6.
Abstract
BACKGROUND AND AIMS: Organismal evolution tends to be closely associated with ecological conditions. However, the extent to which this association constrains adaptation or diversification into new habitats remains unclear. We studied habitat evolution in the hyper-diverse angiosperm clade Saxifragales.Entities:
Keywords: Aeonium; Crassulaceae; Macaronesia; Saxifraga; anagenesis; cladogenesis; climate change; diversification; ecotone; habitat selection; niche conservatism
Mesh:
Year: 2016 PMID: 27551029 PMCID: PMC5155595 DOI: 10.1093/aob/mcw160
Source DB: PubMed Journal: Ann Bot ISSN: 0305-7364 Impact factor: 4.357
Habitat data
| Habitat | Families | ASR | Tr. from | Tr. to | |||
|---|---|---|---|---|---|---|---|
| Tundra (0) | 54/54 | Grossulariaceae; Saxifragaceae | 0·14/0·00/0·02 | 0·018/0·054 (2) | 0·002/0·006 (2) | 10·72 | 11·28 |
| Desert (1) | 33/33 | Crassulaceae; Gunneraceae | 0·00/0·00/0·00 | 0·002/0·005 (2) | 0·001/0·002 (3) | 1·34 | 1·44 |
| Cliffs (2) | 306/355 | Crassulaceae; Grossulariaceae; Gunneraceae; Saxifragaceae | 0·04/0·01/0·00 | 0·004/0·013 (4) | 0·011/0·054 (1) | 16·24 | 20·76 |
| Shrubland (3) | 142/146 | Crassulaceae; Grossulariaceae; Haloragaceae; Paeoniaceae; Pterostemonaceae; Saxifragaceae | 0·01/0·00/0·00 | 0·003/0·08 (2) | 0·005/0·015 (5) | 13·15 | 11·26 |
| Forest (4) | 327/370 | Altingiaceae; Aphanopetalaceae; Cercidiphyllaceae; Crassulaceae; Daphniphyllaceae; Grossulariaceae; Gunneraceae; Haloragaceae; Hamamelidaceae; Iteaceae; Paeoniaceae; Penthoraceae; Peridiscaceae; Platanaceae; Saxifragaceae; Tetracarpaeaceae; Trochodendraceae; Vitaceae | 0·79/0·99/0·98 | 0·001/0·006 (1) | 0·011/0·046 (1) | 24·25 | 23·39 |
| Grassland (5) | 20/41 | Crassulaceae; Grossulariaceae; Haloragaceae; Saxifragaceae | 0·02/0·00/0·00 | 0·006/0·015 (3) | 0·003/0·015 (1) | 5·39 | 3·24 |
| Aquatic (6) | 58/60 | Crassulaceae; Gunneraceae; Haloragaceae; Saxifragaceae | 0·00/0·00/0·00 | 0·001/0·002 (5) | 0·001/0·003 (5) | 1·19 | 1·10 |
| 0 and 2 | 6 | Saxifragaceae | |||||
| 0 and 4 | 12 | Grossulariaceae; Saxifragaceae | |||||
| 0 and 2and 4 | 2 | Saxifragaceae | |||||
| 1 and 3 | 1 | Haloragaceae | |||||
| 2 and 3 | 23 | Crassulaceae; Haloragaceae | |||||
| 2 and 3 and 4 | 3 | Crassulaceae; Haloragaceae; Saxifragaceae | |||||
| 2 and 3 and 5 | 1 | Grossulariaceae | |||||
| 2 and 4 | 9 | Crassulaceae; Grossulariaceae; Hamamelidaceae; Saxifragaceae | |||||
| 2 and 5 | 4 | Crassulaceae; Saxifragaceae | |||||
| 3 and 4 | 23 | Grossulariaceae; Haloragaceae; Paeoniaceae; Saxifragaceae | |||||
| 3 and 4 and 5 | 5 | Haloragaceae; Paeoniaceae | |||||
| 3 and 5 | 5 | Haloragaceae; Saxifragaceae | |||||
| 4 and 5 | 17 | Grossulariaceae; Haloragaceae; Paeoniaceae; Saxifragaceae | |||||
| 4 and 6 | 2 | Penthoraceae | |||||
Each of the seven habitats considered with their corresponding numeric code in parentheses and sets of habitats in which at least one species occurs. See Table S1 for individual taxon assignment and habitat weights.
n = number of taxa assigned to habitat i using with simple/‘polymorphic’ (i.e. assigning taxa present in two or more habitats simultaneously to all the habitats) habitat coding. Families present in each habitat.
ASR, probability of each habitat to be that of the MRCA of Saxifragales according to the MkN reconstructions performed with diversitree/the SIMMAP stochastic mapping with ‘simple’ habitat coding/SIMMAP results with ‘polymorphic’ habitat coding.
qi→ transition rates from habitat i towards other habitats per million years calculated with MkN in diversitree, median rates/maximum rate (habitat associated with maximum rate).
q→i transition rates towards habitat i, median rate/maximum rate (habitat of maximum rate).
Tr. from/Tr. to = mean number of transitions from/to habitat i estimated with SIMMAP based on the polymorphic habitat coding.
. 1.A phylogenetic tree for species of Saxifragales with a reconstruction of habitat evolution using SIMMAP (see key for colours). Representatives of major sub-clades are shown around the tree near the corresponding family name.
. 2.Results of CLaSSE analyses. The plots represent the highest posterior density (HPD) interval values of diversification rates. Intervals overlapping 0 (the dashed line) are not significant. Net diversification: diversification rates without habitat change (i.e. diversification rates when all daughters remain within the ancestral habitat ‘i’) computed as the difference between within-habitat speciation and extinction rates; λiii – λiii – μi in the ClaSSE notation. Net cladogenetic shifts: this parameter provides a metric for the relative weight of a habitat as a source or a sink fort extant diversity. It is computed as the difference between cladogenetic speciation out of and into each habitat ‘i’. Rates of speciation with a change in habitat (λiij) are considered to be the summatory of all cladogenetic speciation events in which lineages from habitat i spawn a daughter in a different habitat j; i.e. ∑=, and the rates of cladogenetic transition into habitat j are computed for each habitat as the λiij rate obtained collapsing the data set to a binary situation in which taxa can only be in habitat ‘i’ or in an alternative ‘non-i’ habitat ‘j’. Net anagenetic shifts: the difference of anagenetic transitions within lineages involving habitat shifts from (qi→) or towards habitat i (q→i). See text and Table S2 for details.
. 3.Results of the GeoSSE analyses estimating rates of habitat shift across five focal boundaries. The rate of habitat shift was computed as the difference between the rate of expansion out of the ancestral habitat (d) and the rate of extirpation in the alternative habitat (x) for each pair of habitats i, j. Note that expansion of a lineage out of habitat i does not necessarily entail abandoning it, but that daughters of that lineage could potentially be present in both habitats, i + j. Positive values denote expansion of lineages from habitat i into habitat j, while values < 0 indicate habitat specialization: Forest/Tundra; Grassland/Forest; Shrubland/Forest; Grassland/Shrubland; and Shrubland/Desert. Lines represent the posterior distributions of the d – x estimated after 100 000 generations with a flat prior rate = 0·1 and discarding the first 2000 generations as burn-in.