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Transcript
Population Genetics
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Population Genetics
Hardy-Weinberg equilibrium
Microevolution
Mutation
Genetic Drift
Migration
Non-random mating
Natural selection
Heterozygote advantage
Population Genetics
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Population
gene pool
allele frequency
polymorphism
Determining allele frequency
• starch gel
electrophoresis
DNA Markers
Hardy-Weinberg equilibrium
• gene and genotype
frequency do not
change due to sexual
reproduction alone
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Five assumptions
large population
no selection
no mutation
no migration
random mating
Hardy-Weinberg
• allele frequency:
p + q = 1.0
• genotype frequency:
p2 + 2pq + q2 = 1.0
determine if population
is in HW equilibrium
Multiple alleles
Calculations
• recessive allele
frequency
• heterozygote
frequency
• sex-linked genes
and allele frequency
Heterozygotes
Microevolution
• Change in allele
frequencies
• 5 mechanisms
• Which assumption not
valid?
Mutation
• Mutation rate (µ): 10-5 to 10-6 per generation
• Pt = Poe-µt t= # of generations
• To reduce P by ½, if µ= 10-5 & Po =0.96
• Requires 69,000 generations
• Mutation source of genetic variation does not
really cause rapid evolutionary change
Gene Flow
• homogenizing force
• calculate changes in
allele frequency due to
migration
• ∆p = m(pm – po)
• M= fraction of migrants
to original population
• Pm= allele freq of
migrating population
• Po= allele freq of
original population
Migration
B allele of Blood types
Genetic Drift
• small population
• fixed alleles and
extinction
Genetic Drift
• founder effect
• bottleneck effect
Non-Random Mating
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assortative mating
loss of heterozygotes
disassortative mating
Inbreeding
depression
• Higher levels of
genetic diseases
Natural selection
• Differential
reproductive success
• Selection coefficient
• Relative fitness of
genotypes
Complete selection
against recessive
qn = qo/ (1+ nqo)
Selection
Calculating relative fitness
Heterozygote advantage
Heterozygote advantage
• Sickle cell anemia
• balanced
polymorphism
• Why is Hbs
maintained in the
population?
• What happens in US
to allele frequency?
• Qeq = S1/ (S1 + S2)