Population Genetics Flashcards
Population Genetics
- the study of the distribution of genes in populations, of the factors that maintain or change the frequency of genes and genotypes from generation to generation
- used primarily in: genetic counseling, planning genetic screening programs, explains why we can assume people with autosomal dominant disorders are heterozygous and why both parents of children with autosomal recessive disorders are usually carriers
Population screening requirements
- cost effective- frequency of genetic disease, cost of screening versus treatment
- intervention/treatment- need to be able to take some action
- population compliance- perception of the disease
Population
- in a genetic sense is a breeding group or gene pool
- most human populations are composed of subgroups which were originally relatively separate (isolates)
- in modern times there groups are being mixed, especially in US “Melting Pot”
Gene frequencies
- the genetic constitution of a population, referring to the gene it carries, is described by the array of gene frequencies
- the frequencies of all alleles at any one locus must add up to unity- p+q=1
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
- if a population is in Hardy-Weinberg equilibrium then genotype frequencies can be derived from gene frequencies
- usually 2pq»_space;q^2
- derive heterozygous frequency from the homozygous recessive frequency
Ratio of carriers to autosomal recessive affected individuals
- the ratio of carriers to affected individuals increases as the frequency of the disease decreases
- the rarer the disease (the smaller q) the greater the ratio of carriers to affected individuals so harder to remove disease alleles
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
- 2pq>q^2
- for dominant disorder to be homozygous require both parents to be affected or a new mutation (unlikely)
- in reality homozygotes are usually more severe, even lethal or undocumemted
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
- random mating (panmixia) is when individual has an equal chance of mating with any other individual in the population
- exceptions to random mating:
- assortative mating
- usually positive, generally increase the proportion of homozygotes
- stratification into subgroups e.g. race, ethnic groups, congenitally deaf, religious
- negative assortative mating (increases the proportion of heterozygotes)
- little long term consequence to the population
Consanguinity (inbreeding)
- relationship by descent from a common ancestor
- found proportionally more often in rare recessive disease
- the absolute risk of abnormal offspring in first cousin marriages is less than double the population risk; consanguity at the level of third cousin or less is not considered significant
- we each carry on average more than 10 detrimental recessive genes
- results in increased frequency of autosomal recessive disorders compared to H-W expected incidence
ex. Tay-Sachs
Population Size
- large population size (100s rather than 10s)
- world population recently exceeded 7 billion but was less than a million through late Paleolithic. Effective population size was ~10,000 for most of our history
- no random fluctuations leading to sample variation
- inbreeding is inversely proportional to population size
- small population size: founder effect- bottlenecks, island populations
- Random genetic drift