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Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

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Page 1: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Chapter 17

Population Genetics and

Evolution,part 2

Jones and Bartlett Publishers © 2005

Page 2: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Heterozygosity Index

• Frequency of heterozygotes at a locus is an indication of genetic structure of a population.

• Average heterozygosity – average over many loci.

Page 3: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Frequency of heterozygotes under Hardy-Weinberg equilibrium

Page 4: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Regardless of starting genotypic frequenciesafter one generation of random mating

frequencies return toHardy-Weinberg equilibrium

Page 5: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005
Page 6: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

• Heterozygosity generally is higher in invertebrates than vertebrates.

• Cross-pollinating plants have much higher heterozygosity than selfers.

Page 7: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Punnett square showing the results of random mating with three alleles

Page 8: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Application of the Hardy-Weinberg principle to the 3 alleles (IA, IB and Io) responsible for the 4 human blood groups (AB, A, B, and O)

Page 9: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Hardy-Weinbergwith Sex-linkage

Page 10: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

The frequencies of affected males and females for a recessive X-linked allele

Page 11: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Nonrandom Mating

• Positive assortative mating – like mate with like.

• Negative assortative mating – ex. Primula.

• Inbreeding – from selfing to relatives mating.

Page 12: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Some hypothetical “Populations”

Page 13: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Genetic Drift

Page 14: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Sampling error in the production of gametes10 diploid individualsp = 0.6, q = 0.4

Page 15: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Random Genetic DriftPopulation size 20

Hatched line is the mean

Page 16: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Allele frequencies and population sizeaffect rates of drift

Page 17: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Population size affects

drift

Page 18: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Decreases in heterozy-

gosity across timedue to genetic

driftfor various population

sizes

Page 19: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Peter Buri’s experiment

Bristle number in Drosophila

- Mean p and q do not change

- Variance among lines increases

Page 20: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Predicted population differentiationdue to genetic drift

Page 21: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Fixation of allelesDepends on allele starting frequencies

Page 22: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Effect of drift on heterozygosityPeter Buri’s experiment

Page 23: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

The chance that a founder population is homozygous at a locus depends on:

(a) allele frequencies and (b) number of founders

Page 24: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Consequences of inbreeding forgenotype & allele frequencies

at F = 1 and F = 0

Page 25: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Genotype frequencies under H-W and with complete inbreeding (F = 1)

p = 0.4, q = 0.6

Page 26: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Decrease in heterozygosity with successive generations of

inbreeding

Page 27: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Effect of inbreeding on the genotype frequencies

F = Inbreeding Coefficient. Reduction in

heterozygosity due to inbreeding

(HI) = 2pq (1-F)

Page 28: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

The frequency of heterozygotes is reduced as inbreeding increases

Page 29: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Calculating inbreeding coefficient using allelic identity by descent in an inbred pedigree

A closed rectangle in a pedigree indicates

inbreeding

A pedigree showing inbreeding

Page 30: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Calculation of the probability that the alleles indicated by the double-headed arrows

are identical by descent

Page 31: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

The logic behind calculation of allelic identity by descent in a pedigree

For example, the probability of producing 2 blue gametes for individual A is 1/2 x1/2 = 1/4. Similarly, the probability of producing 2 red gametes is also 1/4, but the probability of producing a red and a blue gamete is 1/2 (1/4 + 1/4). FA is

the inbreeding coefficient of the individual producing the gametes.

Page 32: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

A complex pedigree in which the individual I received genes from different ancestors through multiple paths

Calculation of inbreeding coefficient in a complex pedigree is more involved because each path contributes to the final inbreeding

coefficent.

Page 33: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Inbreeding increases the chance of having progeny that are homozygous for a rare recessive trait

Page 34: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005
Page 35: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Effect of autozygosity on viabilityDrosophila 2nd chromosome

Page 36: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Inbreeding depression

in rats

Page 37: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

inbreeding depression in the

titmouse

Page 38: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Frequency of melanic moths of

A. Biston betulariaB. Gonodontis bidentata

Page 39: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Gene flow in corn

F = proportion of offspring of recessive plants, grown at different distances from a dominant strain, that were fathered by the

dominant strain

Page 40: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

A plot of p2, 2 pq and q2 as a function of the allele frequencies ( p and q)

The frequency of the heterozygote

Aa (2pq) is highest at A (p) or

a (q) = 0.33 to 0.67

Page 41: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Allele and genotype frequencies for a X-linked gene in males and females

Page 42: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Effect of mutation (irreversible or reversible) on allele frequency

Allele frequency is changed very slowly by mutation. In the case of reversible mutation, an equilibrium state is reached where the allele

frequency becomes constant.

Page 43: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Effect of selection for a favored allele (A) in a haploid (Escherichia coli)

Page 44: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Results of selection for a favored allele in a diploid depends upon whether the allele is dominant or recessive

Page 45: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Effect of the degree of dominance in a diploid on the equilibrium frequency of a recessive lethal allele

h = degree of dominance. If

the deleterious

allele is completely recessive, then h= 0

Page 46: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Geographic distribution of the diseases sickle cell anemia and falciparum malaria

The heterozygote is favored over the homozygous dominant genotype (overdominance) in areas where malaria is

prevalent. The homozygous recessive is usually lethal.

Page 47: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Random genetic drift in 12 hypothetical populations over 20 generations

In most of the 12 small populations (8 diploid

individuals each), either the “A” or the “a” allele has

become fixed.

The frequency of the A (or a) allele has not changed

when all 12 populations are looked at together

Page 48: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Each population consisted of 8 males and 8 females. The predicted and experimental results

are similar except that the actual results show quite

a bit more scatter.

Actual results of genetic drift in 107 experimental populations of Drosophila

Page 49: Chapter 17 Population Genetics and Evolution, part 2 Jones and Bartlett Publishers © 2005

Speciation has a genetic basis

• Speciation may occur suddenly.

• Polyploidy is a good example of a sudden reproductive barrier.

• Translocations also isolate populations.

• Neutralist vs. selectionist debate.