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DIVERSIFYING SELECTION AND FUNCTIONAL CONSTRAINT
ESTIMATING THE dN/dS RATIO FOR GENE SEQUENCES IN THE PRESENCE OF RECOMBINATION Danny Wilson 12th October 2004
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Menu Codon-based models of molecular evolution
An new method for estimating omega with recombination Does it work? Simulation studies and example data
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Codon-based models of molecular evolution
Part one Codon-based models of molecular evolution
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Sampling usually occurs at this point i.e. post-selection
Ancestral type Neutral mutant Inviable mutant Sampling usually occurs at this point i.e. post-selection Mutation Selection Underlying rates of non-synonymous mutation are usually confounded with selection against inviable mutants. Thus it is convenient to model functional constraint as mutational bias. (Or rather, make no attempt to disentangle the two).
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Types of single nucleotide mutation Transitions vs. transversions
Purine Transitions Transversions T C Pyramidine Transitions For any base there are always 2 possible transversions and 1 possible transition.
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Types of codon mutation Synonymous vs. non-synonymous
G A Leucine T G A Leucine Methionine Synonymous Non-synonymous Leucine pH 5.98 6-fold degeneracy in the genetic code Methionine pH 5.74 Single unique codon ATG CH3-S-(CH2)2-CH(NH2)-COOH (CH3)2-CH-CH2-CH(NH2)-COOH
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Example: CTT C T T T T T A T T G T T T C T T A T T G T T T C T T A T T
Phe Non-synonymous transition wkm Ile Non-synonymous transversion wm Val Ser Tyr Cys Leu Synonymous transversion m km A T T Leucine G T T T C T T A T T G T T T C T T A T T G
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Nielsen and Yang (1998) codon-based model of molecular evolution
Mutation rate Synonymous transversion m Synonymous transition km Non-synonymous transversion wm Non-synonymous transition wkm Other Interpretation k Transition-transversion ratio w = dN/dS Relative viability of non-synonymous mutations
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codeML Pros Viable method for detecting mode of selection on a codon sequence Cons Categorizes possible values for omega into a small number of discrete intervals Results can be misleading in the presence of recombination
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An new method for estimating omega with recombination
Part two An new method for estimating omega with recombination
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Inference with recombination
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Li and Stephens (2003) Approximation to the likelihood
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Li and Stephens (2003) Approximation to the likelihood
TTTGATACTGTTGCCGAAGGTTTGGGCGAAATTCGCGATTTATTGCGCCGTTATCATCAT TTTGATACCGTTGCCGAAGGTTTGGGTGAAATTCGCGATTTATTGCGCCGTTACCACCGC TTTGATACCGTTGCCGAAGGTTTGGGTAAAATTCGCGATTTATTGCGCCGTTACCACCGC TTTGATACCGTTGCCGAAGGTTTGGGCGAAATTCGTGATTTATTGCGCCGTTATCATCAT
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Li and Stephens (2003) Approximation to the likelihood
TTTGATACTGTTGCCGAAGGTTTGGGCGAAATTCGCGATTTATTGCGCCGTTATCATCAT TTTGATACCGTTGCCGAAGGTTTGGGTGAAATTCGCGATTTATTGCGCCGTTACCACCGC TTTGATACCGTTGCCGAAGGTTTGGGTAAAATTCGCGATTTATTGCGCCGTTACCACCGC
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My modification to Li and Stephens(2003)
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Estimating variable omega
The problem A constant omega model is prone to averaging positive and negative omegas in a gene Allowing every site its own omega leaves little information for inference The solution A change-point model where windows of adjacent sites share the same omega
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Estimating variable omega
MCMC moves: Change omega for a single block Extend a block 5’ or 3’ Split an existing block Merge adjacent blocks w1 w2 w3 w4 w5
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Does it work? Simulation studies and example data
Part three Does it work? Simulation studies and example data
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Posterior distribution for known and unknown genealogy
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Posterior distribution for known and unknown genealogy
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Neutral dataset True omega Posterior mean Posterior HPD interval
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Non-neutral dataset True omega Posterior mean Posterior HPD interval
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HIV envelope gene Slow Non-Progressors vs Rapid Progressors
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HIV envelope gene Slow Non-Progressors vs Rapid Progressors
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Neisseria meningitidis PorB3
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Neisseria meningitidis PorB3
95% HPD Upper 95% HPD Lower
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Work in progress… Variable recombination rate Model indels
Falsifiability test Test for sensitivity to rate heterogeneity
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Acknowledgements Gil McVean (Supervisor) Martin Maiden (Supervisor)
Ziheng Yang Rachel Urwin (meninge data) Charlie Edwards (HIV data)
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