LECTURE 16 (Pop gen 1) Flashcards
who are the three fathers of pop genetics and what did they do?
- fisher: sexual selection theory
- Haldane: concept of fitness
- Wright: concept of genetic drift
What’s evolution?
change iin allele frequency through generations
what’s a population?
a group of interbreeding individuals, there’s discrete or overlapping populations.
what do we need to study genetic variation in a population
biological markers
Whats genetic variation?
number of alleles at a loci and their frequency
what are allozymes?
they’re variant form of enzymes that have different alleles at the same locus, can serve as molecular markers, they’re neutral and co-dominant
when in a gel they can make easy to distinguish homo from hetero.
what does it mean that a marker is neutral?
reflect genetic variation in a pop
what does it mean that a marker is codominant?
that let distinguish bt homo and hetero
What’s a pop in H-W eq?
a population whose allele freq does not change through time bc there’s no migration, mutation or selection .
characteristics of HW.
- no migration
- no seleciton
- no mutation
- no drift
- random mating
- large pop
- no overlapping pop (discrete pop)
- equal sex ratio
when an allele is rare it occurs at the homo or hetero form?
mainly at the hetero form
what are the 5 steps to calculate whether a pop is in HW eq?
- observed number: you need to calculate the number of A alleles, a alleles and total number of alleles A= 2AA+ Aa a= 2aa+Aa tot number = 2AA + 2aa + 2 Aa
- calculate the allele frequencies: A= 2AA+ Aa/ tot =p
a= 2aa+ Aa/ tot = q - expected genotype freq: calculate the genotype freq p^2 q^2 and 2pq
- expected number of each genotype= multiply genotype frequency by the tot number of INDV
- chi sq sum (O-E)^2// E
how do we reject the null hyp?
when X value exceeds the critical value for the correct number of DF
what’s the null hypothesis?
two populations are in HW eq, the reject of the null hip means that one of the assumptions of HW eq are not met
what are the limitations of HW eq?
- pop are not infinitely large (drift occurs)
- further analysis is required (replication)
- bewared when looking a sub pop bc they might be in walhund effect
- x^2 is sensitive to small populations and small deviations from HW might not be picked up