| Literature DB >> 32059645 |
Elias Dohmen1,2, Steffen Klasberg1, Erich Bornberg-Bauer1, Sören Perrey2, Carsten Kemena3.
Abstract
BACKGROUND: Modularity is important for evolutionary innovation. The recombination of existing units to form larger complexes with new functionalities spares the need to create novel elements from scratch. In proteins, this principle can be observed at the level of protein domains, functional subunits which are regularly rearranged to acquire new functions.Entities:
Keywords: Ancestral reconstruction; Evolutionary history; Protein domain; Proteome analysis; Rearrangement rates
Mesh:
Substances:
Year: 2020 PMID: 32059645 PMCID: PMC7023805 DOI: 10.1186/s12862-020-1591-0
Source DB: PubMed Journal: BMC Evol Biol ISSN: 1471-2148 Impact factor: 3.436
Fig. 1Frequency of the different solution types. Exact and non-ambiguous solutions can be found in about 50% of the cases
Frequencies of the six rearrangement events (in %)
| Vertebrates | Insects | Fungi | Monocots | Eudicots | |
| Fusion | 32.45 | 41.52 | 29.35 | 64.43 | 58.22 |
| Fission | 19.57 | 17.21 | 8.80 | 12.21 | 16.28 |
| Terminal loss | 20.52 | 19.21 | 16.46 | 10.59 | 13.00 |
| Terminal emergence | 0.13 | 0.36 | 0.76 | 1.01 | 0.48 |
| Single loss | 26.71 | 19.99 | 40.74 | 9.83 | 10.20 |
| Single emergence | 0.61 | 1.71 | 3.89 | 1.93 | 1.82 |
Fig. 2Number of rearrangement events across the eudicot phylogeny. Digit representation of the total number of rearrangement events at a specific node is indicated next to the pie chart. For details on ’Outgroups’ see Methods. Significant GO terms in gained domain arrangements are shown in a tag cloud (box). GO terms that might point to eudicot specific evolution are: ’recognition of pollen’ and ’plant-type cell wall organization’
Fig. 3Reconstruction of ancestral domain content and rearrangement events. Given a known phylogeny and domain annotations of all included species (a), it becomes possible to infer six event types leading to new domain contents over time (b). First, the ancestral domain content of all inner nodes is inferred by two different parsimony approaches: for all single domains using a Dollo parsimony approach (light blue background), and for all arrangements, using a Fitch parsimony approach (light orange background). In a first traversal from the leaves to the root of the tree, all inner node states are annotated as present, absent or unknown according to the regarding parsimony rules (c) (see Additional file 1). In a second traversal from the root to the leaves, the unknown states at the root are first resolved according to the parsimony rules (see Additional file 1) and subsequently all following unknown states set to the parental state (d). In the reconstructed tree it becomes possible to infer the different event types at any node by comparison with the parental node (e). In this way emergences/losses of domains are inferred from the Dollo tree, while arrangements are inferred from the Fitch tree (f)