Ch 7 Migration, Drift, Non-Random mating

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38 Terms

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<p>Migration</p>

Migration

The movement of alleles among populations

  • influences gene flow: transfer of alleles from one gene pool to the next

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<p>immigration</p>

immigration

movement INTO a popuation

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<p>Emigration</p>

Emigration

movement OUT OF a population

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<p>Wright’s One-island model</p>

Wright’s One-island model

<p></p><p></p>
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term image

pi = resident

m = rate of gene flow

p = average allele frequency of A1 in source population

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p= m (p-pi)

(1-m) = proportion of gene copies from non-immigrants

pi = frequency

p’ = allele frequency of after 1 generation of population

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<p>Example</p>

Example

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<p>Test Statistic F<sub>ST</sub></p>

Test Statistic FST

Reflects variation in allele frequencies among populations of the group

  • ranges from 0 to 1

  • The larger the range, the more variation in allele frequencies

  • FIS = the proportion of the variance in the subpopulation contained in an individual

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What happens if the assumption of large population size is broken?

  • evolution can happen by random chance. IT is not adaptive, but does lead to changes in allele frequencies

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<p>Small population with locus A w/ alleles A<sub>1</sub> and A<sub>2</sub></p>

Small population with locus A w/ alleles A1 and A2

A1=0.6 ; A2=0.4

  • Random mating in gene pool produces 10 zygotes

  • Due to the small #, by changes, alleles will not unite in the same frequencies

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<p></p>

Because of genetic drift, one allele can rise to fixation over time

  • The smaller the population, the faster the rate of fixation

  • The larger the population, the more likely It will conform to Hardy-Weinberg

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<p>Founder effect</p>

Founder effect

  • A small group of individuals that starts a new population in a new location

  • can result in sampling error

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<p>Genetic Bottleneck</p>

Genetic Bottleneck

(Similar to founder effect)

  • Random events cause a population to crash into a very low level

  • a sudden decrease in population size because of extreme natural forces

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Loss of heterozygosity

  • Can decline because of drift

  • Genetic drift can produce substantial changes in allele frequencies

  • in terms of migration or selection, the effects of genetic drift can be lessened

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What did Sewall Wright demonstrate?

that the probability of fixation for a particular allele is = to the original frequency

  • if the initial frequency of an allele is 0.8, there is 80% it will drift to fixation

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Haplotype

(Think of haploid (1N ) cell)

a group of genes within an organism that is inherited together from a single parent

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Young’s study of plants

  • used literature data

  • Plotted 2 measures of overall genetic diversity against population size in 4 plant species

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Genetic polymorphism

  • fraction of loci that have at least 2 alleles with frequencies above 0.01

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Alellic richness

avg. number of alleles per locus

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F-statistics : FIS = (Hs-HI)/Hs

  • HI = Ho = Observed heterozygosity in a population — count # of heterozygotes

  • Hs = HE = Expected heterozygosity in a population based on HWE — Hs = 2[f(A)][f(a)]

<ul><li><p>H<sub>I</sub> = H<sub>o</sub> = Observed heterozygosity in a population — count # of heterozygotes</p></li><li><p>H<sub>s</sub> = H<sub>E</sub> = Expected heterozygosity in a population based on HWE — H<sub>s</sub> = 2[f(A)][f(a)]</p></li></ul><p></p>
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FST = (HT-HS)/HT

  • Hs = avg. Hs among all populations

  • HT = Total expected heterozygosity among all populations

  • FST = the level of differentiation among a set of populations

<ul><li><p>H<sub>s</sub> = avg. H<sub>s</sub> among all populations</p></li><li><p>H<sub>T</sub> = Total expected heterozygosity among all populations</p></li><li><p>F<sub>ST</sub> = the level of differentiation among a set of populations</p></li></ul><p></p>
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Effective population size

The size of an idealized population that would lose genetic diversity at the same rate as the actual population

  • Ne= measure of a population’s genetic behavior

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How does effective size differ from census size?

Any characteristic of a real population that deviates from the characteristics of an ideal population

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Demographic Method A) Unequal sex-ratio — inbreeding effective size

Ne=4NefNem/(Nef+Nem)

<p>N<sub>e</sub>=4N<sub>ef</sub>N<sub>em</sub>/(N<sub>ef</sub>+N<sub>em</sub>)</p>
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Demographic Method B) Variation in family size

Ne = (4N-2) / (Vk +2)

Vk =variance in family size

<p>N<sub>e</sub> = (4N-2) / (V<sub>k</sub> +2)</p><p>V<sub>k </sub>=variance in family size</p>
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Demographic Method C) Fluctuations in population size

Ne = t/E(1/Nei)

  • Nei= effective size in the ith generation

  • t = number of generations

<p>N<sub>e</sub> = t/E(1/N<sub>ei</sub>)</p><ul><li><p>N<sub>ei</sub>= effective size in the <sub>i<sup>th</sup> </sub>generation</p></li><li><p>t = number of generations</p></li></ul><p></p>
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Neutral theory vs. Selectionist theory

Neutral theory

  • rate of evolution = neutral mutation rate

  • advantageous mutations are very rare, and most mutations are selectively neutral

Selectionist theory

  • advantageous mutations are more common

  • rate of substitution is determined by natural selection on advantageous mutations

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Nearly neutral theory of molecular evolution

s is less than or equal to 1/ 2(Ne)

s= selection coefficient

Ne= effective population size

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Neutral theory as null hypothesis

Positive selection promoting replacement substitution

  • MHC proteins

  • immunoglobulins

  • plant S-alleles

Loci under positive selection

  • recently duplicated genes that have attained new functions

  • loci involved in sex determination

  • species-specific interactions between sperm and egg

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Hitchhiking (selective swap)

can lead to increase in frequency of neutral or even deleterious genes

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<p>Coalescence</p>

Coalescence

a method that allows the calculation fo effective population size in previous generations

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What happens if the assumption about non-random mating is broken?

Nonrandom mating does not cause evolution by itself because it can have great indirect effects on evolution. Mate choices cause nonrandom mating = assortative mating

  • (ex. females choose males with particular phenotypes)

<p>Nonrandom mating does not cause evolution by itself because it can have great indirect effects on evolution. Mate choices cause nonrandom mating = assortative mating</p><ul><li><p>(ex. females choose males with particular phenotypes)</p></li></ul><p></p>
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Positive assortative mating

individuals choose mates similar to themselves

  • “omg you’re just like me!!”

  • increases homozygosity and decrease in heterozygosity at all loci

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Negative assortative mating

individuals choose mates different from themselves

  • “you’re into rock and im into pop!! Love that~!”

  • increases heterozygosity

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What is the most common type of nonrandom mating?

inbreeding (dating relatives)

  • self-fertilization

  • increases in homozygosity at all loci regardless of what allele frequencies were

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Coefficient of Inbreeding, F

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Computing F in real populations

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Inbreeding Depression

  • exposure of deleterious alleles as homozygotes

  • loss of function mutations are hidden as heterozygotes

  • increases the frequency at which deleterious alleles affect phenotypes

  • Can have higher mortality rates because there is a 50% likelihood of a rare disease within inbreeding that are more likely to be expressed for newer generations