Genetical Theory Flashcards
mutation/selection balance equation
p̂ = μ/s
what does p̂ = μ/s indicate
frequency of the allele at population equilibrium = mutation rate / selection coefficient
origin of species was published in
1859
Ronald Fisher
1930 - published a book showing how Mendelian genetics supported Darwinian theories
relative fitness
w(x) = w(x) / w(reference)
absolute fitness (w)
probability of surviving x expected # of offspring
h
dominance coefficient - added to describe heterozygotes
ex. h=0.5; heterozygotes benefit 50% as much as homozygotes
s - selection coefficient
(absolute fitness of the trait under study) - (absolute fitness of the reference trait)
aka
w(x) - w(ref)
selective sweep
an allele is favored by natural selection until it sweeps through an entire population
stronger selection results in
faster fixation
Δp = change in allele frequency between generations
Δp = (s)(p)(1-p)
when s < 0.1
Δp is faster when
s is higher - selection is stronger
greater genetic variation _______ Δp
increases
the shape of the genetic sweep depends on ______
the dominance of the mutation sweeping over other alleles
is it probable that a new allele will spread to fixation?
no!
purifying selection
the selective removal of deleterious mutations from the gene pool
why do deleterious mutations stick around?
existing mutations take generations to evolve out, and mutations keep occurring
higher allele frequency means higher or lower mutation rate
higher
how does linkage disequilibrium affect genetic diversity?
decreases genetic diversity surrounding the adaptive locus
heterozygosity
measure of genetic diversity based on hardy weinberg equation - heterozygotes are the 2pq part
pleiotropy results in ________
fitness trade-offs
a gene variant can be adaptive for one function, neutral/deleterious for other functions
epistasis
when the fitness of an allele depends on the other genes/genetic context around it
balancing selection
multiple alleles in a single locus remain in a population, instead of one allele becoming fixed
causes of balancing selection
overdominance/underdominance
frequency dependent selection
multiple niche polymorphisms