Population Genetics 5 Flashcards
genetic drift
- change in allele frequencies that results from random sampling processes that take place within populations over generations
when do sampling events take place within populations (4)
- sample of adults contribute to gamete pool
- sample of gametes combine to make zygotes
- same of zygotes survive to become juveniles
- sample of juveniles survive to become adults
when does drift act
- all the time because all populations are finite
genetic drift and population size (2)
- changes in allele frequencies from one generation to the next are expected to be greater in smaller populations
- populations remain polymorphic for longer, on average, with increasing population size; larger populations are better able to retain genetic variation
how does drift act on different loci across a genome (2)
- with population size being equal, drift acts similarly across all loci in the genome
- it will affect all loci carried by an individual, meaning it acts on good, bad and neutral alleles
what is the probability that a neutral allele will fix due to genetic drift
- the change that a neutral allele is the “lucky” one that happens to fix is given by its initial frequency
coalescence time
- the “backwards” time it would take for all alleles to descend from the same single ancestral allele
how is genetic drift affected by the number of alleles within a population
on average, the amount of time it takes for a single allele to fix is twice the number of alleles in the population
- 2N generations with N haploid individuals
- 4N generations with N diploid individuals (2N alleles)
expected heterozygosity
H[t] = 2p[t]q[t]
- probability that two alleles drawn at random are different alleles
what are the two possibilities that can occur when we sample two random alleles
- sampled alleles descended from the same parent allele
- sampled alleles descend from different parent alleles
what is the probability that sampled alleles descended from the same parent allele when randomly sampling two alleles in a population
1/2N
what is the probability that sampled alleles descended from different parent alleles when randomly sampling two alleles in a population
1 - (1/2N)
how does expected heterozygosity change over time due to drift (2)
- genetic variability declines by 1/(2N) every generation in a population of N diploids
- loss of heterozygosity is more rapid in smaller populations
why might heterozygosity drop faster than expected (2)
- selective mating (unequal changes of all parents producing offspring; less variation into the next generation)
- inbreeding depression
expected homozygosity (4)
F[t] = 1 - H[t]
- probability that two alleles drawn at random are the same allele
- describes increase in homozygosity/inbreeding when alleles have recently descended from the same ancestor in a finite population (“inbreeding”)
- small populations become “inbred” with little genetic variation remaining due to drift