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Population Genetics & Ancestry
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Page 1: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Population Genetics & Ancestry

Page 2: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Genetic Diversity

•  Two processes increase genetic diversity in a population – Mutation: introduces novel variants into the

population – Recombination: re-shuffles the existing

patterns of variation (haplotypes) •  The fate of new mutations is affected by

drift, selection, and population history

Page 3: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Linkage Disequilibrium (LD)

•  Genetic variants are correlated because they occur on a particular haplotype background

•  In the absence of recombination this correlation (LD) would never be broken down and would extend a great distance along chromosomes.

•  Recombination breaks down this correlation over many successive generations, leaving a narrower and narrower window of correlation.

Page 4: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Linkage Disequilibrium (LD) ha

plot

ypes

de novo mutation

Page 5: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Linkage Disequilibrium (LD)

time

Page 6: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Reich et al. 2001 Nature

Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this correlation should extend.

Page 7: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Assortative Mating •  Primary AM: mates

choose each other based on similarity

•  Social homogamy: mates choose each other due to selected-environment proximity

•  Convergence: mates become more similar to each other

•  Traits that show AM –  Education –  Religious participation –  Political attitudes –  Height –  Smoking & drinking –  NOT personality or

mental health –  Time & place

Page 8: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

LD in HapMap populations

Panel % r2 > 0.8 mean max r2

YRI 81 0.90 CEU 94 0.97 CHB+JPT 94 0.97

Page 9: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

LD by Ancestry

Derringer et al. 2011 Psychiatric Genetics

Page 10: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

http://ygraph.com/chart/1724

A not-too-terrible illustration, but population flow (movement of people) is NOT unidirectional

Page 11: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

http://anthro.palomar.edu/vary/vary_1.htm

Clinal Distribution Discontinuous Distribution

Hair Color

Page 12: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Principal Components Analysis

•  PCA is applied to genotype data to describe continuous axes of genetic variation

•  Each axis “explains” as much of the genetic variation in the data as possible, after accounting for the preceding components

•  PCs used as covariates to statistically control for non-random differences in LD between people

Page 13: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Novembre et al, Nature (2008)

Principal Component One

Prin

cipa

l Com

pone

nt T

wo

Page 14: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

http://ibg.colorado.edu/cdrom2017/abdellaoui/PCA_practical/PCA_practical.pdf

N = 4,441 Dutch

Page 15: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Multi-dimensional Scaling

Page 16: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

http://www.ukbiobank.ac.uk/wp-content/uploads/2014/04/

UKBiobank_genotyping_QC_documentation-web.pdf

Page 17: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

Example

Sawcer et al, Nature (2011)

Page 18: Population Genetics & Ancestry · Reich et al. 2001 Nature Under certain assumptions (neutral evolution, random mating, homogenous recombination), we can model exactly how far this

No correction PCA correction (top 100 PCs)

QQ plots

Sawcer et al, Nature (2011)


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