| Literature DB >> 28560106 |
Sohana P Singh1,2, Johan C Groeneveld1,2, Abdulaziz Al-Marzouqi3, Sandi Willows-Munro2.
Abstract
Accurate species description in the marine environment is critical for estimating biodiversity and identifying genetically distinct stocks. Analysis of molecular data can potentially improve species delimitations because they are easily generated and independent, and yield consistent results with high statistical power. We used classical phylogenetic (maximum likelihood and Bayesian inference) and coalescent-based methods (divergence dating with fossil calibrations and coalescent-based species delimitation) to resolve the phylogeny of the spiny lobster Panulirus homarus subspecies complex in the Indo-West Pacific. Analyses of mitochondrial data and combined nuclear and mitochondrial data recovered Panulirus homarus homarus and Panulirus homarus rubellus as separately evolving lineages, while the nuclear data trees were unresolved. Divergence dating analysis also identified Panulirus homarus homarus and Panulirus homarus rubellus as two distinct clades which diverged from a common ancestor during the Oligocene, approximately 26 million years ago. Species delimitation using coalescent-based methods corroborated these findings. A long pelagic larval life stage and the influence of ocean currents on post-larval settlement patterns suggest that a parapatric mode of speciation drives evolution in this subspecies complex. In combination, the results indicate that Panulirus homarus rubellus from the Southwest Indian Ocean is a separately evolving lineage and possibly a separate species.Entities:
Keywords: Coalescence; Decapoda; Divergence dating; Phylogeny; Species concept; Spiny lobster
Year: 2017 PMID: 28560106 PMCID: PMC5446773 DOI: 10.7717/peerj.3356
Source DB: PubMed Journal: PeerJ ISSN: 2167-8359 Impact factor: 2.984
Figure 1Sampling sites of the Panulirus homarus subspecies.
The main ocean currents and eddy systems are depicted (adapted from Lutjeharms, 2006).
Sequence alignment characteristics and best models for nucleotide sequence evolution for datasets used in the analyses.
| Marker | Sites | N | Variable | Parsimony informative | Model |
|---|---|---|---|---|---|
| COI | 565 | 79 | 165 | 95 | cp01: TIMef + G, cp02: F81 + I, cp03: GTR + G |
| CR | 541 | 55 | 184 | 142 | TVM + I + G |
| β-tubulin | 264 | 54 | 98 | 75 | TVMef + I + G |
| ITS-1 | 437 | 61 | 231 | 145 | TIMef + I + G |
| Mitochondrial | 1,106 | 55 | 314 | 214 | |
| Nuclear | 701 | 47 | 280 | 198 | |
| Concatenated | 1,807 | 54 | 650 | 425 |
Note:
Individual models for each gene were used in the combined datasets.
Fossil calibration points used for the divergence dating analysis.
| Fossil | Node | Timescale (MYA) | Offset | Standard deviation | Reference |
|---|---|---|---|---|---|
| Achelata | 241–247 | 241 | 0.9 | ||
| Palinuridae | 210–221 | 210 | 0.7 | ||
| Panulirus | 99–112 | 99 | 0.8 | ||
| Jasus | 5.3–23.8 | 5.3 | 0.98 | ||
| Scyllarides | 33.7–54.8 | 33.7 | 1 |
Figure 2Four gene concatenated tree Maximum likelihood tree inferred from the supermatrix (COI + CR + β-tubulin + ITS-1) data.
Maximum likelihood bootstrap support values and Bayesian posterior probabilities are indicated on the nodes. Each color represents the different subspecies. Photograph representatives of each subspecies are shown: (A) Panulirus homarus rubellus, (B) Panulirus homarus homarus and (C) Panulirus homarus megasculptus.
Figure 3BEAST maximum clade credibility tree inferred from the supermatrix analysis with fossil calibrated nodes.
Colored circles on the nodes indicate Bayesian posterior probability support. Letters on the nodes correspond to Table 3. Shaded bars indicate the 95% highest posterior density (HPD) credibility intervals which are listed in Table 3.
Lobster divergence dates estimated using fossil calibrated nodes.
| Label | Node | Mean | 95% HPD (MYA) |
|---|---|---|---|
| A | Achelata | 242 | 241.0–244.0 |
| B | Palinuridae | 215 | 210.3–226.3 |
| C | 184 | 164.3–204.7 | |
| D | 160 | 139.5–185.1 | |
| E | 111 | 93.2–132.1 | |
| F | 98 | 76.9–119 | |
| G | 26 | 23.6–29.5 | |
| H | 12.7 | 9.8–15.7 | |
| I | 11.9 | 9.8–14.9 | |
| J | 5.6 | 3.5–7.8 | |
| K | 11.7 | 8.5–15.1 | |
| L | 4.2 | 2.6–5.7 |
Figure 4BPP Tree.
BP & P majority rule consensus tree obtained using the BEAST guide tree and rjMCMC algorithm one (species delimitation using a fixed guide tree) showing Bayesian posterior probability values for the delimitation of species for each of the different prior combinations.