Population Genetics
Population screening requirements
Population
Gene frequencies
Genotypes
-the genotypes must also add up to unity
P + H + Q = 1
-where, P= homozygotes for one allele
-Q= homozygotes for the other allele and H is heterozygotes
-we observe the phenotype, but sometimes we can derive the genotypes assuming H-W is true and thus the allele frequencies
Hardy-Weinberg Law
-consider a single autosomal locus with two alleles A and a with frequencies p and q (p+q=1)
-with random mating, i.e. random mixing of sperm and eggs then the expected genotype frequencies in the progeny are:
p^2 +2pq +q^2
Hardy-Weinberg Proportions
Ratio of carriers to autosomal recessive affected individuals
Recessives appear sporatic
Parents of autosomal recessive are both carriers
-for one of the parents to not be a carrier requires a new mutation, >99% of CF children born to carrier parents
Dominants are heterozygotes
X-linked recessive traits
-diseased male is equal to q,
-carrier female- 2pq
-affected female q^2
ratio of carrier females to affected males 2:1
ratio of affected males to females 5000 :1
H-W assumptions
1) the population is large, and matings are random with respect to the locus in questions
2) Allele frequencies remain constant over time because:
a) there is no appreciable rate of mutation
b) individuals with all genotypes are equally capable of mating and passing on their genes i.e. there is no selection against any particular genotype
c) There has been no significant immigration of individuals from a population with allele frequencies very different from the endogenous population
Random mating
Consanguinity (inbreeding)
Population Size
Genetic Drift and Migration
Migration
-no migration; a population’s gene frequencies will be altered if there is immigration from another population with different gene frequencies; will increase frequency of Heterozygotes
Races
Genetic background
Ethnic background
Selection and Fitness
-s=coefficient of selection
f= genetic fitness (1-s)
-fitness (f) is the probability of transmitting genes to the next generation and of the survival in that generation to be passed on to the next, in relation to the average probability for the population
Selection
MOI and exposure to selection
Heterozygous advantage