study of genetic variation in traits
quantitative genetics
foundation of evolutionary genetics
population + quantitative genetics
variation due to evolutionary history (processes shape variation)
to understand we require mathematical models
what creates variation at each locus
mutationw
what shuffles combination across loci among individuals
recombination
what is molecular genetic variation
varying DNA sequences among individuals
alleles
alternative DNA sequences ta locus
sequence of DNA inherited as a unit
loci
position in the genome of an allele
what do population, quantitative and evolutionary genetics all rely on
understanding concept of alleles and allele frequencies
SNP
single nucleotide polymorphism
(but sequences can differ in several ways or have complete structural differences)
what creates phenotypic differences
sequence differences
allelic variation
when all individuals have the same allele, a locus cannot contribute variation
only contributes when there are alternative alleles
depends on specific allelic variants at the locus
can you describe effect of gene
no
we can only describe phenotypic differences associated with different versions of the gene
genes with different alleles leading to different phenotypes produce genetically based phenotypic variation
how do allele frequencies relate to phenotypic variation
depends on frequencies of alleles
frequency of A
number of A alleles/ total number of alleles
frequency of a
number of a alleles/ total number of alleles
how many alleles in a diploid population of N individuals
2N
total number of A alleles in a diploid population
2x the number of AA homozygotes (nAA) + THE NUMBER OF Aa HETEROZYGOTES (nAa)
so frequency of F(A)
2x(nAA) + (nAa)/ 2N= p
2x(naa) + (nAa)/ 2N=q
why’s change in allele frequency important
tells us about evolutionary change
how can population differences be used
to understand migration/ gene flow
different alleles favoured in different environments
how do we measure genotype frequency
The proportion of a population with a given genotype.
what is a hardy Weinberg model
A simple model where diploid individuals are constructed by randomly and independently sampling two alleles from an infinitely large pool of gametes.
assumptions of hardy Weinberg model
population very large means
no sampling error
allele frequencies constant