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Uneven Missing Data Skew Phylogenomic Relationships within the Lories and Lorikeets
Brian Tilston Smith1, William M Mauck1,2, Brett W Benz3
1Department of Ornithology, American Museum of Natural History, New York, New York.
Genome Biology and Evolution
|May 30, 2020
Summary
DNA sequencing advances aid evolutionary studies, but historical samples present challenges. This study reveals that stringent data filtering is crucial for accurate phylogenomic inference, especially with degraded historical DNA.
Area of Science:
- Genomics
- Evolutionary Biology
- Bioinformatics
Background:
- Advances in DNA sequencing have accelerated the resolution of the Tree of Life.
- Historical museum specimens are vital for dense taxon sampling but yield degraded DNA, posing challenges for phylogenomic inference.
Purpose of the Study:
- To evaluate the impact of data coverage and missing data on phylogenomic inference using historical and modern samples.
- To identify specific data characteristics that influence phylogenetic tree topology.
Main Methods:
- Phylogenomic analysis of ultraconserved elements in 105 Australasian lory and lorikeet taxa.
- Evaluation of low-coverage characters and missing data effects on tree topology.
- Application of outlier analysis and data reduction techniques based on data completeness.
Main Results:
- Trees inferred with low-coverage data showed clade relationships influenced by sample origin (historical vs. modern).
- Outlier analysis identified specific sites and loci driving topological differences, with historical samples exhibiting significantly more missing data.
- A data completeness threshold of 70% was necessary to avoid spurious phylogenetic relationships.
Conclusions:
- Stringent data filtering, particularly addressing missing data in historical specimens, is essential for robust phylogenomic inference.
- Understanding data quality and applying appropriate analytical methods ensures accurate evolutionary reconstructions.
- A more stable phylogenetic hypothesis for lories and lorikeets was inferred after accounting for data biases.
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