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Investigating Protein-Coding Sequence Evolution with Probabilistic Codon Substitution Models

delete2008-10-14
delete146
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M
Maria Anisimova *
C
C. Kosiol
DOI:10.1093/molbev/msn232delete
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摘要

摘要

En 中文
This review is motivated by the true explosion in the number of recent studies both developing and ameliorating probabilistic models of codon evolution. Traditionally parametric, the first codon models focused on estimating the effects of selective pressure on the protein via an explicit parameter in the maximum likelihood framework. Likelihood ratio tests of nested codon models armed the biologists with powerful tools, which provided unambiguous evidence for positive selection in real data. This, in turn, triggered a new wave of methodological developments. The new generation of models views the codon evolution process in a more sophisticated way, relaxing several mathematical assumptions. These models make a greater use of physicochemical amino acid properties, genetic code machinery, and the large amounts of data from the public domain. The overview of the most recent advances on modeling codon evolution is presented here, and a wide range of their applications to real data is discussed. On the downside, availability of a large variety of models, each accounting for various biological factors, increases the margin for misinterpretation; the biological meaning of certain parameters may vary among models, and model selection procedures also deserve greater attention. Solid understanding of the modeling assumptions and their applicability is essential for successful statistical data analysis.
Keyword:
AMINO-ACID SITES
DETECTING POSITIVE SELECTION
MAXIMUM-LIKELIHOOD-ESTIMATION
NONSYNONYMOUS NUCLEOTIDE SUBSTITUTION
DNA-SEQUENCES
MOLECULAR EVOLUTION
ADAPTIVE EVOLUTION
GENETIC ALGORITHM
BAYESIAN-INFERENCE
NATURAL-SELECTION
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期刊

Molecular Biology and Evolution 封面图
Molecular Biology and Evolution
IF:
5.3
论文数:
8.4K
被引数:
6.6W

机构

S
swiss institute of bioinformatics
学者数:
2.6K
论文数: 1.6K
被引数: 9
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swiss federal institutes of technology domain
学者数:
9.0W
论文数: 8.0W
被引数: 163
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