lecture 17 Flashcards
conservation genetics
aims to maintain as much genetic variation as possible so that evolutionary and ecological processes may be allowed to continue.
genetic diversity is functional in conservation:
- correlated with short-term fitness.
- correlated with long-term evolutionary potential.
the goal is to:
protect diversity, adaptive potential, and evolutionary heritage.
solutions:
manage wild populations, reintroductions, captive breeding, and habitat corridors.
processes that shape genetic variation in natural populations:
mutation, selection, migration, and genetic drift.
small populations lead to loss of
genetic diversity and extinction.
polymorphism
frequency of loci with > 1 allele.
- if 2 out of 4 loci are polymorphic, then P=0.5.
allelic diversity
average number of alleles per locus, averaged over all loci sampled.
- (2+4+1+1)/4 = 2.0
observed heterozygosity
frequency of heterozygote individuals per locus, averaged over number of loci sampled.
- (0.2+0.4+0.0+0.0)/4 = 0.6/4 = 0.15
expected heterozygosity
can calculate the expected heterozygosity under HWE. - for a locus with 2 alleles: > heterozygosity (Hexp) = 2pq > homozygosity (Fexp) = 1-2pq > Fexp = p^2 + q^2 - for a locus with > 2 alleles: > Fexp = sum of p^2 with p = frequency of allele i and n = number of alleles. > Hexp = 1-Fexp > Hexp = 1 - sum of p^2
census population size versus effective population size:
- N = census population size; number of individuals in a population.
- Ne = effective population size; size the population contributing offspring to the next generation.
Ne/N ranges from
- 02 to 0.4 with a mean of 0.1
- interpretation - about 10% of individuals contribute to genetic changes.
in an ideal population, N = Ne
- sex ratio 1:1
- random family size
- random mating
- constant size through time
- non-overlapping generations
Effect of sex ration on Ne
Ne = 4 NmNp / (Nm + Np)
effect of family size on Ne
- variation in family size when some pairs have 0 or few offspring, and others have many offspring.
- decrease in Ne as variance in family sizes increases above 2.
- Ne = (4N-2)/(Vk + 2) where Vk = variance in family size.